Matrix Visualization
It is often useful to render a two-dimensional matrix as a regular grid, colored by the matrix values, as a way to look for patterns in data. To facilitate this, Toyplot provides toyplot.canvas.Canvas.matrix()
and toyplot.matrix()
functions. To demonstrate, let’s begin with a visualization of a matrix containing values from a normal distribution centered around 1.0:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958
By default, the matrix is rendered using a Color Brewer diverging “BlueRed” linear map , mapped to the minimum and maximum values in the matrix. Thus, dark blue represents the minimum value and dark red is the maximum value. If you hover the mouse over the cells in the matrix you can see their values with a popup.
You can also display an optional color scale that shows the mapping from matrix values to colors:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958 -2 0 2 4
Note that, because our minimum and maximum data values aren’t symmetric around the origin, the white section of the color map doesn’t map to zero, and some values greater than zero are mapped to the cool blue portion of the spectrum. Let’s fix this and force our our colormap to be symmetric around zero so all blue colors are negative and all red colors are positive. To do so, we simply create a custom :class:toyplot.color.LinearMap
, specifying explicit minimum and maximum domain values and
using it in the call to create the matrix visualization:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958 -4 -2 0 2 4
Now we see that the color map is nicely symmetric around the origin, making it clear which values are positive and which are negative.
In addition to the top-level label, you can specify labels on any side of the matrix. Note the convention in the parameter names: t
for “top”, l
for “left”, r
for “right”, and b
for “bottom”:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958 Top Left Right Bottom
Note that by default, Toyplot provides row and column indices for the matrix, along the top and left sides. As your matrix sizes grow, you may need to thin-out the indices to avoid overlap:
A matrix 0 5 10 15 20 25 30 35 40 45 0 0.773367706323 0.0761692798231 1.35583899747 -0.270063478386 0.804527587303 0.536580600783 1.98941484729 2.38864738163 2.08771373652 1.43880126303 0.0383977591188 2.24560993715 1.50292551767 0.368601221621 0.295747952912 0.759517463242 1.58559931093 1.35280056011 -0.815557692432 0.0898761543049 0.251472046661 0.89187507352 1.27477883705 1.23734976451 0.740156305637 0.687557822844 1.44850974251 0.940468035296 0.529985186602 1.34956677163 -0.0274688471736 0.69336151613 2.40617613949 -0.249696772794 -0.560148888885 2.55739765065 0.406643605024 0.82971148767 2.67262680845 0.45920019235 0.315871671233 1.59996208598 0.782800874855 1.33152651835 0.616635419849 0.218183911927 1.26623740683 1.27942802453 -0.219625695174 0.276051083244 -0.734778307544 1.27166078437 1.09911201695 0.636910093563 0.411773271711 1.02594171352 0.427697649255 2.1055869628 -0.20801559283 -0.339701039975 3.07518540673 -0.489409701331 -0.150953065626 1.41905982467 1.41340527642 1.71757693259 1.26172483968 0.7572287289 0.498731867248 0.301871021031 2.38458016084 0.713574586064 1.50006958503 2.95110323654 0.721632538407 1.03678625863 1.44585250626 -0.410350757681 1.4500013007 1.51547953079 -0.154083940383 -0.380173395072 0.504166994787 0.586720927581 -0.719316667928 0.970439097247 0.233960116477 1.0998820765 0.28697604337 -1.22611762098 1.72571415312 1.91697628307 0.436109759589 -0.522179556823 0.985721211372 0.753279193181 0.834670523483 1.1191139826 -1.07498048617 -0.00275521701692 1.52354601806 1.821517309 0.851258150667 0.954629588041 0.29550707447 2.73031551951 1.2289272555 2.09274105729 0.646428473339 0.969341135063 0.799828149379 0.518689760643 2.71142599701 2.43538708625 -0.167520333241 1.04084342477 1.36201819567 1.57259219104 2.10446023673 0.574327973479 1.75568884285 1.01028145716 1.22458577076 -0.134708226568 0.0484790587684 0.872869543924 1.0289444984 3.10407736663 2.56751414346 0.375770367209 0.59935579794 -0.137061538209 0.0968409630031 -0.097278062419 0.928690790369 -0.319339086651 0.439907054123 1.16495455703 0.368414212076 0.132930220437 -0.00256267071066 2.20734820325 2.71198701299 0.375410520698 0.787854196014 -0.193564182274 1.65758589243 1.20007988155 2.09125985922 0.510977941726 2.36822026223 1.89162511753 1.83756621245 1.51414471339 0.94995030759 1.74395284616 -0.724050203538 1.08990157327 1.32273956189 0.622850574388 0.999779101698 2.05011369378 0.831300887782 1.79787649642 1.55252431316 -0.153093261804 2.64155218903 -0.438977834474 3.02773951382 -0.365317321174 1.07214886239 1.61315167842 2.48916642629 1.22129657503 -0.530892108387 1.80188821422 0.575533287137 2.11885497214 2.56954806458 2.42773177107 -0.371837873117 0.733582107358 1.77921456521 0.897185705315 0.413535378242 1.2402526546 0.00194434122846 1.19116991282 0.0471969784191 2.47099657951 1.71890492154 0.833440422723 1.76461129669 -0.189443470848 0.46514273628 0.978402153353 -0.10519159148 -0.0559463385249 2.02135565899 2.70965609498 1.02956195194 1.12384201644 1.2894300567 0.698507756053 1.41443501128 1.94985790114 1.52184854211 -0.969262874052 1.50281002776 0.645577560666 0.553009518189 -0.116978385936 0.211733617419 2.05575216397 -0.304541210897 1.53973523734 1.34699125037 1.87419289333 -0.575179362621 0.840016343825 0.356666763833 0.284629113369 2.69945893062 2.28283722469 0.547442333682 1.39380012712 1.42574061059 0.869952567808 0.606266833818 0.358940225892 1.17196425472 0.159850980707 1.86499830852 0.795138667919 0.892926665667 0.757893314935 0.0975172250629 1.79787088632 0.710904212343 1.67697761267 0.656815966069 1.48721013461 1.76566535816 -1.20056443574 -1.59606239678 1.47567483812 -0.594885645232 -0.110076731666 0.00159350448157 -1.27580660255 5 2.55280720787 -0.149298768674 1.1885306286 1.98896378309 -0.586136303293 0.527619124456 0.811153652124 1.21112708033 2.61172229246 1.56673044181 0.358822746535 2.53877394116 1.30966398589 0.551151319648 2.76910057031 1.26820048796 -0.462225061925 2.85081016897 2.70076950567 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Or, you may wish to leave off the indices altogether:
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1.49916726706 0.188752005389 0.600653940226 1.51497787988 0.913078928691 1.56015661556 0.846422994332 1.22758862574 2.3023044558 0.856886930719 1.61464970305 0.957914427254 1.78913740363 -0.817363011538 0.418942263201 1.36980458921 0.56608679846 2.20704673163 2.45671542224 -0.542686454865 1.7780648237 2.00586304073 1.51315232768 1.77411618636 2.30028916014 1.91356029758 1.45681637876 2.15238877192 1.74150036806 3.16205824294 1.51791034285 2.78976693618 1.37503953684 0.924030660172 0.321996840977 1.60054139676 1.49347730531 1.39385398096 0.0935909350511 1.31915075614 0.500856142408 0.339600740257 1.07746970069 1.38755181531 1.97635287094 0.158701089252 0.854064434231 1.85482293308 0.714459078167 1.0538424707 0.396417761041 -0.160375259516 0.187902361397 -0.195849374442 1.56251647686 0.763132612437 0.780326306649 -0.623322070291 0.365603939437 1.34087663287 3.83368287098 0.923729631719 0.00175438065789 0.565098123759 0.170698691677 1.84107911751 1.27005074593 2.61270583801 1.56819627529 3.60784059375 0.893426395553 3.01782901412 0.159742457688 0.91383593885 0.213730712283 1.58848827913 0.65340155071 0.465683567472 -0.0890135570513 1.29176946716 1.25380177874 0.419313418394 0.786948659448 -0.686811126275 0.142926999356 0.198838183466 2.38622683707 0.483434078698 0.809592345418 2.44635634465 -1.09842034371 -0.169858850888 0.581205707234 -1.94457306685 0.901445662926 0.719217816713 1.73985068968 2.62718156424 1.03013248299 0.854398660862 1.22753043144 2.04885642684 2.77393872342 2.11688684903 2.08125126876 2.50941576732 0.501306240158 0.0868447481317 0.873055191384 1.07968585923 2.02034518555 0.209890347964 -0.155447341439 0.632494526938 2.26391366271 1.82704890407 0.427530983012 2.21167772237 2.79298818181 2.37912467675 3.04991715756 1.992011339 0.0699652044979 0.750606120513 -0.00289456442122 -1.57270653085 0.953919617469 2.35918202827 1.02097137455 0.789526899712 2.59726060113 1.92619140474 0.863457073589 2.16816261766 -0.00624497729031 0.383240660996 1.21893955292 1.7178382868 1.01333305286 2.34805985508 1.66217649448 -0.0506454180044 -0.03487000008 0.756757532848 0.246633552261 -0.454329339177 -0.0229201428037 0.52301122267 1.19909560011 -0.0610830726696 1.81784037664 2.550795347 2.22576831025 2.5225412755 1.13748718719 1.44847792362 1.95216986617 -0.115069113747 1.65141211276 0.807897952992 1.33762260514 1.04754370083 2.47157871644 1.47693066771 3.01020907996 1.13582435083 0.171868497418 0.0246537856705 2.2497014633 1.9775510988 0.444179680935 0.832646106739 2.81064773108 1.74623458213 2.47763996533 -0.436650131628 1.95487207666 3.11685405459 1.3686004845 1.43166977786 1.88214294145 0.973786982463 -0.941880099914 -0.106825010893 0.332164752523 1.21071168905 0.469805265938 0.704809293711 0.827278316519 1.63845358668 2.80762217656 2.0089001325 1.67282224118 1.77065841999 2.5330016943 1.57632079683 0.180219139462 -0.302051504112 2.59947713133 1.67687488392 2.32406168869 1.31081318815 1.50448725985 2.2603318144 -0.258468074377 2.18106783435 2.23295341043 0.993071559602 1.36744907038 1.65218614279 1.24713101355 2.54326423109 2.32678884336 1.61131613614 0.317097553804 0.0795885528909 1.93898449874 1.28144784946 2.16216297266 0.964899232788 0.174384994842 0.690840477165 0.747843389381 1.78084426244 1.34406484066 2.27524691618 2.3037629368 2.81700521411 1.46558902096 0.0137953560183 -0.719757766274 -1.2300785009 0.560894311924 -1.39724211104 1.12450847727 2.49399485261 0.762941880989 -0.48201448904 1.42988883486 0.217813673604 1.38966561933 0.519693792003 -0.0519031409565 0.0122639555955 0.817940426654 0.620533156819 1.27324790158 0.861443624336 1.88190423485 0.485103174106 0.882203631768 0.891093566999 -0.142649005005 -0.34912020525 1.31687991853 0.871154519477 -0.352643797159 1.16145758936 1.73906434127 1.16537695089 -0.49507953229 -0.713638999162 3.05059919251 1.77216677509 3.27124320236 0.0261640169353 1.47416892786 0.371979030605 1.58123839848 1.24198753827 0.859076262185 0.346745406893 2.73585557355 1.49322259313 1.6997607647 0.509785186434 1.29628120233 1.57477378765 0.494840305562 1.70254828456 0.445415169177 1.7283355259 -0.243858119696 -0.10782181822 0.573301839164 -1.75565110413 -0.148347162898 -0.234677002186 0.410550370844 -0.31324844357 0.505286385079 1.66998947641 0.86190637849 1.05820583483 0.219502395796 1.33754160256 0.833080259576 1.10576569591 1.04448641567 0.631054075458 0.926048585391 0.200330757048 1.12468694171 -0.289727632127 2.29233277887 -0.292147265244 2.32256757869 2.59384870123 -1.59771964831 -1.16843431028 0.437630390977 1.67375084719 2.22384655856 -0.0526298600643 1.98504878077 0.0820046245503 -0.016455006951 1.35271419866 -0.608920093842 3.01164700374 0.0362874174842 0.825916968415 0.700653863064 1.44920607285 0.614031274814 1.35722366923 1.60998315109 1.8248930354 1.10157807749 1.41808782242 0.225699973769 -0.869866051649 1.81273693627 1.64776681675 1.49868855581 2.13713333409 0.98316016184 1.58823122015 1.12458360972 0.905598665124 1.9533798682 1.83773940437 3.56399252967 -0.307907972986 1.78186564057 0.355888880009 0.0754415441664 0.941566157771 -0.23936078708 -0.0632268043412 2.78832372589 2.37649207722 2.7866910453 1.07955625919 2.19301388356 1.07849297743 2.37047884745 0.299185602694 0.127615661058 1.48768903672 1.58453439448 -0.753872984646 1.64565115859 2.55177584718 -0.224763240551 -0.221269396644 1.60333287209 1.1597969682 1.97377641035 0.0429134781532 -0.394082566128 0.0294475233362 0.0516270710264 0.503958454846 1.41522412022 0.968236356271 0.410007007274 1.68032005821 0.628429570712 -0.346570319324 0.00339018500751 1.83585441601 -0.203346732875 1.46639486897 -0.0904007507625 -0.0219626767681 1.57162827413 2.05248104176 2.78473219222 2.36452821603 -0.884015557486 0.726231573147 0.764867035305 1.17179165043 0.0934082339954 1.87379924215 0.535523411792 0.900392181316 0.0903651936457 2.70974602927 1.85346855392 -0.498545204828 2.57916664412 2.36272553353 2.28625573269 0.944790099089 1.15339842671 0.0570570983701 1.10313978477 1.89913525444 1.16385100521 1.02255620858 1.98598113874 2.2418035586 1.24656470739 0.969686707208 0.198011372646 0.393407330145 2.15199611702 1.74698032565 -0.203937650807 1.98744782307 -0.906832501068 1.43134572445 0.839038141123 -0.190828876059 0.814701630132 0.275945393447 0.0317694782289 2.0625606564 1.04319193516 0.785098239205 1.10593819157 1.38769307491 0.999681574854 1.34379289162 0.034458144587 1.03408556623 0.628241840371 0.170771340328 1.9294973922 1.19696127067 0.724495679421 1.06224782466 1.2499232979 -0.524407809822 0.90962278153 2.84629022867 2.04164133106 1.26279198277 0.639917303437 2.39894773358 0.937791139715 0.241783170879 0.914253485371 1.20934587606 0.850527378374 2.20653855688 1.12060415112 1.93726613783 -0.332152686796 -0.00129153118306 1.06600902756 0.759281222926 1.40030565375 0.729247949301 1.78311619677 -0.151677559933 2.27178483642 -1.15270739567 1.26123994024 1.81993785954 0.687223576078 1.28108079951 0.571174504775 0.80848287855 0.301427313331 1.28619239324 1.57637719004 1.21085321166 -1.0267957077 -0.371199834296 1.93996846988 1.49043675662 1.56974423813 0.638596229953 2.80859011939 1.32837602876 0.507523149226 0.309597570807 1.29713751297 2.03771865317 1.02660177143 1.44823618596 2.0249178466 0.530444659686 0.676628455934 0.913357274973 0.137571942204 2.15598615738 0.416355993771 -0.416460533455 1.79919573837 -1.0638562648 0.542326965516 1.31579538685 0.986040675408 0.623931264623 0.284643785557 2.80275950935 -0.539526020148 2.14438203036 1.1375979351 0.289733877335 0.520737083728 -0.000971326619089 1.44797867637 0.961355680143 0.533588017676 1.66833883158 3.24315991049 0.802980206502 0.332263666104 0.409316516293 2.68843997507 1.91539628082 1.75055313793 0.0852659098763 0.396062990573 0.0211068152113 1.55966395338 1.0551286159 2.06374311372 -0.910979179301 2.10182860435 0.726628767917 0.768939267976 0.221465102537 0.121983476674 -0.00281213060287 1.48658537915 1.26124548119 0.685004711327 1.50627957098 1.78782282284 1.46777775115 -0.480923563709 1.21904756778 1.7755718244 1.13837708815 2.53785286045 0.812279804387 2.19509389727 1.07491606024 3.35726553701 0.923596337567 1.32266568762 0.766373860206 0.365885705041 0.664451086754 0.636817093616 -0.261114651245 -0.562512177549 0.781340279622 -0.123134348689 0.771260671614 -0.0365449927596 -1.19153869616 0.326838704164 0.849196367582 -0.201196171621 1.08355101043 2.81921679974 0.443741578755 -0.0137511429421 1.80495800767 2.13884877557 0.0867882433362 3.04749328019 0.105217049738 2.0591027191 0.394143280498 -0.0968323453443 1.21764258344 3.12204677132 2.12149057651 -0.101166342161 -0.272571140845 1.84345894577
As you might expect, you can enable and disable the indices along all four sides of the matrix:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 0 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 1 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 2 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 3 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 4 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 5 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 6 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 7 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 8 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 9 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 10 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 11 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 12 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 13 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 14 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 15 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 16 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 17 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 18 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958 19 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19
The indices along each side of the matrix are generated by Tick Locators , and you can provide your own custom locators if needed:
A matrix 5 10 15 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 One 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 Five 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 Evil 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958
Note that the matrix visualization in Toyplot is actually just a factory function that creates and populates a set of Table Coordinates , so you can use the full toyplot.coordinates.Table
API to configure it however you like. For example, you could highlight the maximum value in the matrix using a contrasting color:
A matrix 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 0 1.47143516373 -0.190975694706 2.43270696843 0.687348103908 0.279411266635 1.88716294031 1.85958841372 0.363476495583 1.01569637211 -1.24268495419 2.15003572472 1.99194602234 1.95332412811 -1.02125482019 0.665922634192 1.00211836468 1.40545341157 1.28909194098 2.32115819213 -0.546905553229 1 0.797353675371 0.344030655861 1.19342137647 1.55343891096 2.31815155418 0.530694715294 1.67555408512 -0.81702722659 0.816891459821 2.05896918757 0.6021597718 1.33743765361 2.04757857289 2.04593825563 1.86371729168 0.877908425152 1.12471295377 0.677205194392 1.841674713 3.39096051546 2 1.07619958784 0.433554069535 1.03614193668 -1.07497760069 1.24779219975 0.10284321556 0.863205166739 1.01828919135 1.7554139824 1.21526858097 1.84100879493 -0.445810077044 -0.401973281501 0.899081800051 0.451757550813 0.855380491631 1.3540203322 0.964486974722 1.56573830606 2.54565880463 3 0.0257636662327 0.929655122896 1.30796885522 0.791501236894 2.03380073256 -1.40045363381 3.03060362084 -0.142631289023 1.21188338678 1.70472062432 0.214564788237 1.46205973716 1.70422822546 1.52350796789 0.0737456864698 3.00784295078 1.22696254187 -0.152659109251 1.63197944581 1.03951268669 4 1.46439232505 -2.56351666062 2.32110561547 1.1526305522 1.16452954293 0.569904309124 1.76736873575 1.98491984191 1.27083584883 2.39198619345 1.07984231301 0.600035419303 -0.0278505586819 0.415281788739 1.81659392655 0.918052948173 0.655233985745 1.5282881453 -0.0689887834801 0.488118690873 5 1.29120535974 1.56653369635 1.50359175911 1.28529568478 1.48428811275 2.36348151243 0.218894716375 0.531982333663 2.22457435513 -0.281108275144 1.87547550427 -0.71071532403 0.549234896864 1.74916380592 0.796067133899 0.817824588334 1.68065600438 -0.818498990392 1.04707163533 1.39484420933 6 0.751567945619 0.382293352003 0.317116003551 1.43625760434 -0.703012774113 1.39371059914 0.520675996425 0.700983707034 1.69410328768 1.67862967371 1.239555995 1.15122662929 1.81612723336 2.8935344676 1.63963276319 0.0379711680948 -1.08526564212 2.93024676747 -0.73534887447 2.2103837049 7 1.79743541943 0.620189215953 1.702562224 0.149653728345 2.1768124501 0.475663897368 1.70090773092 1.98418807072 0.878271591333 3.36576862884 1.49614292625 1.79659486666 0.525979109874 0.943304283509 2.35779725811 0.195166275833 -1.12362024909 0.666497559567 0.113280647515 1.3341979309 8 1.5367838249 0.256169632064 0.679796117759 0.0838011387335 0.140331700018 1.22598548673 1.62877582654 1.18649434877 1.95247834511 1.98813758259 0.927391686037 0.449397076437 0.0618473859069 -0.239071562595 1.13968327403 0.776981018118 3.12369188859 1.12227343426 -0.409431739923 2.42298595277 9 -1.14785503764 -0.347532513458 1.36356455681 0.985247888195 2.27239507855 -0.449566608863 -0.195523741667 0.408137026853 0.585495156468 -0.425794733438 1.20939478754 0.407113996161 -0.473116413466 0.103419384698 2.10435156986 0.568450484484 0.838863091756 1.88915749407 1.28837684772 -0.05153893757 10 0.68043860016 0.380006912279 1.15699837645 0.42854464892 2.0576331832 0.208511190522 0.475372654072 1.07187803937 2.91075942728 1.78796468314 1.51308214447 0.453583719726 2.0439446555 3.10778515279 2.45992748159 2.01540545781 1.74918460092 0.324478521563 1.44026639167 1.68897185633 11 0.723353872723 2.92453332002 1.41120402071 1.89076495617 1.22636322725 -1.0786178937 0.612113768033 0.912893030036 2.12638582214 1.24711171616 1.12117180533 1.29898393554 0.842900863153 0.259530977219 -0.247652923051 1.24945521515 1.58107332062 3.76384407985 1.39932543698 1.66848816921 12 0.724226271344 1.50048290015 1.86306486059 -0.0516278594652 -0.392054077493 2.15392224061 2.181944106 1.39137144842 0.118952907798 1.29507995979 2.86380106213 -0.712273924471 -0.407084545743 1.12678118633 1.0037598478 -0.268994256073 0.16115707858 1.55392125144 0.495957281918 0.211559815482 13 2.52940067448 1.20545485393 1.31301312898 1.86652071217 1.29907052959 2.07654064385 1.36317734754 2.89367982555 0.514247255717 1.38767445578 1.02355761039 0.339770497956 0.681315070422 0.277337806326 1.17738671938 1.98351272934 1.02350458589 1.55377697786 1.353769294 0.724406366232 14 0.509516408521 0.625563399807 -1.39750397614 2.54102998328 1.06308453896 0.715559316074 -0.265600537601 2.78797963246 0.645491291931 0.895238876933 1.38625368919 1.82277537377 0.316210177569 2.05720333121 1.03187997357 2.34318245753 0.949460310451 0.635990043693 -0.553342339431 0.68070219818 15 1.52704645095 1.71111239936 0.78245451951 3.6377912107 -0.742137630595 0.905565192259 2.43118375225 1.59275844655 1.17029689533 -0.751705947792 1.28858132234 0.457420483093 1.17160238199 1.98281782924 0.974651097937 0.712447550716 1.92444286734 0.938753700134 0.268966657415 -0.0227737046951 16 1.99599297025 1.95555793263 1.7138407712 1.13337096219 0.192961691527 0.657989218121 2.90877965809 1.15592326145 1.75965253209 0.576993771581 1.18167274532 1.27449257075 1.06791235738 0.963017185124 0.829198969302 1.26697323154 2.38299724885 0.977539126489 1.13139536723 1.4344371851 17 1.26453406832 1.56565834427 1.5850842795 0.825701847248 -0.0713686714551 0.951539497448 0.154709610434 1.41510055838 1.4255305914 0.0192756424994 0.572173890028 2.49856995514 0.639843429131 0.541759610663 -0.337968401951 0.958613460385 1.82104795611 3.09780078077 2.28293324687 1.27033792574 18 2.00314036204 2.07867355132 1.34075268513 0.801925040376 3.48145842288 2.38525487619 -0.15460096539 -0.268069050377 1.60786218621 -0.0800964831576 0.388718325204 1.10203511229 -0.436573936772 1.21071705251 0.103095829302 -0.724393078992 2.79233919665 -0.312712706592 1.55587742639 0.318118694509 19 2.57274274576 0.895348425152 2.85039780161 0.666649573251 1.19346423382 0.503255062135 2.03272321574 -0.739803797523 0.244137824377 0.118888267352 1.39389226291 0.0499744652037 1.33250662216 1.52894440886 -0.120520993993 1.04826420693 1.06198845052 -0.0275156732179 0.761664634533 2.93217816958
Or you could use the table API to overwrite or replace the default labels:
0 5 10 15 20 25 30 35 40 45 0 0.0 -1.96 -3.84 -5.64 -7.36 -9.0 -10.56 -12.04 -13.44 -14.76 -16.0 -17.16 -18.24 -19.24 -20.16 -21.0 -21.76 -22.44 -23.04 -23.56 -24.0 -24.36 -24.64 -24.84 -24.96 -25.0 -24.96 -24.84 -24.64 -24.36 -24.0 -23.56 -23.04 -22.44 -21.76 -21.0 -20.16 -19.24 -18.24 -17.16 -16.0 -14.76 -13.44 -12.04 -10.56 -9.0 -7.36 -5.64 -3.84 -1.96 1.96 0.0 -1.88 -3.68 -5.4 -7.04 -8.6 -10.08 -11.48 -12.8 -14.04 -15.2 -16.28 -17.28 -18.2 -19.04 -19.8 -20.48 -21.08 -21.6 -22.04 -22.4 -22.68 -22.88 -23.0 -23.04 -23.0 -22.88 -22.68 -22.4 -22.04 -21.6 -21.08 -20.48 -19.8 -19.04 -18.2 -17.28 -16.28 -15.2 -14.04 -12.8 -11.48 -10.08 -8.6 -7.04 -5.4 -3.68 -1.88 7.46069872548e-14 3.84 1.88 0.0 -1.8 -3.52 -5.16 -6.72 -8.2 -9.6 -10.92 -12.16 -13.32 -14.4 -15.4 -16.32 -17.16 -17.92 -18.6 -19.2 -19.72 -20.16 -20.52 -20.8 -21.0 -21.12 -21.16 -21.12 -21.0 -20.8 -20.52 -20.16 -19.72 -19.2 -18.6 -17.92 -17.16 -16.32 -15.4 -14.4 -13.32 -12.16 -10.92 -9.6 -8.2 -6.72 -5.16 -3.52 -1.8 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If you want to combine a matrix with additional plots on a canvas, you use the same Canvas Layout mechanisms as usual:
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