.. _matrix-visualization:

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 the data. To facilitate this, Toyplot provides :meth:toyplot.canvas.Canvas.matrix and :func:toyplot.matrix functions. To demonstrate, let's begin with a visualization of a matrix containing values from a normal distribution centered at 1.0:


In [1]:
import numpy
numpy.random.seed(1234)
matrix = numpy.random.normal(loc=1.0, size=(20, 20))

In [2]:
import toyplot
toyplot.matrix(matrix, label="A matrix");


A matrix01234567891011121314151617181901.47143516373-0.1909756947062.432706968430.6873481039080.2794112666351.887162940311.859588413720.3634764955831.01569637211-1.242684954192.150035724721.991946022341.95332412811-1.021254820190.6659226341921.002118364681.405453411571.289091940982.32115819213-0.54690555322910.7973536753710.3440306558611.193421376471.553438910962.318151554180.5306947152941.67555408512-0.817027226590.8168914598212.058969187570.60215977181.337437653612.047578572892.045938255631.863717291680.8779084251521.124712953770.6772051943921.8416747133.3909605154621.076199587840.4335540695351.03614193668-1.074977600691.247792199750.102843215560.8632051667391.018289191351.75541398241.215268580971.84100879493-0.445810077044-0.4019732815010.8990818000510.4517575508130.8553804916311.35402033220.9644869747221.565738306062.5456588046330.02576366623270.9296551228961.307968855220.7915012368942.03380073256-1.400453633813.03060362084-0.1426312890231.211883386781.704720624320.2145647882371.462059737161.704228225461.523507967890.07374568646983.007842950781.22696254187-0.1526591092511.631979445811.0395126866941.46439232505-2.563516660622.321105615471.15263055221.164529542930.5699043091241.767368735751.984919841911.270835848832.391986193451.079842313010.600035419303-0.02785055868190.4152817887391.816593926550.9180529481730.6552339857451.5282881453-0.06898878348010.48811869087351.291205359741.566533696351.503591759111.285295684781.484288112752.363481512430.2188947163750.5319823336632.22457435513-0.2811082751441.87547550427-0.710715324030.5492348968641.749163805920.7960671338990.8178245883341.68065600438-0.8184989903921.047071635331.3948442093360.7515679456190.3822933520030.3171160035511.43625760434-0.7030127741131.393710599140.5206759964250.7009837070341.694103287681.678629673711.2395559951.151226629291.816127233362.89353446761.639632763190.0379711680948-1.085265642122.93024676747-0.735348874472.210383704971.797435419430.6201892159531.7025622240.1496537283452.17681245010.4756638973681.700907730921.984188070720.8782715913333.365768628841.496142926251.796594866660.5259791098740.9433042835092.357797258110.195166275833-1.123620249090.6664975595670.1132806475151.334197930981.53678382490.2561696320640.6797961177590.08380113873350.1403317000181.225985486731.628775826541.186494348771.952478345111.988137582590.9273916860370.4493970764370.0618473859069-0.2390715625951.139683274030.7769810181183.123691888591.12227343426-0.4094317399232.422985952779-1.14785503764-0.3475325134581.363564556810.9852478881952.27239507855-0.449566608863-0.1955237416670.4081370268530.585495156468-0.4257947334381.209394787540.407113996161-0.4731164134660.1034193846982.104351569860.5684504844840.8388630917561.889157494071.28837684772-0.05153893757100.680438600160.3800069122791.156998376450.428544648922.05763318320.2085111905220.4753726540721.071878039372.910759427281.787964683141.513082144470.4535837197262.04394465553.107785152792.459927481592.015405457811.749184600920.3244785215631.440266391671.68897185633110.7233538727232.924533320021.411204020711.890764956171.22636322725-1.07861789370.6121137680330.9128930300362.126385822141.247111716161.121171805331.298983935540.8429008631530.259530977219-0.2476529230511.249455215151.581073320623.763844079851.399325436981.66848816921120.7242262713441.500482900151.86306486059-0.0516278594652-0.3920540774932.153922240612.1819441061.391371448420.1189529077981.295079959792.86380106213-0.712273924471-0.4070845457431.126781186331.0037598478-0.2689942560730.161157078581.553921251440.4959572819180.211559815482132.529400674481.205454853931.313013128981.866520712171.299070529592.076540643851.363177347542.893679825550.5142472557171.387674455781.023557610390.3397704979560.6813150704220.2773378063261.177386719381.983512729341.023504585891.553776977861.3537692940.724406366232140.5095164085210.625563399807-1.397503976142.541029983281.063084538960.715559316074-0.2656005376012.787979632460.6454912919310.8952388769331.386253689191.822775373770.3162101775692.057203331211.031879973572.343182457530.9494603104510.635990043693-0.5533423394310.68070219818151.527046450951.711112399360.782454519513.6377912107-0.7421376305950.9055651922592.431183752251.592758446551.17029689533-0.7517059477921.288581322340.4574204830931.171602381991.982817829240.9746510979370.7124475507161.924442867340.9387537001340.268966657415-0.0227737046951161.995992970251.955557932631.71384077121.133370962190.1929616915270.6579892181212.908779658091.155923261451.759652532090.5769937715811.181672745321.274492570751.067912357380.9630171851240.8291989693021.266973231542.382997248850.9775391264891.131395367231.4344371851171.264534068321.565658344271.58508427950.825701847248-0.07136867145510.9515394974480.1547096104341.415100558381.42553059140.01927564249940.5721738900282.498569955140.6398434291310.541759610663-0.3379684019510.9586134603851.821047956113.097800780772.282933246871.27033792574182.003140362042.078673551321.340752685130.8019250403763.481458422882.38525487619-0.15460096539-0.2680690503771.60786218621-0.08009648315760.3887183252041.10203511229-0.4365739367721.210717052510.103095829302-0.7243930789922.79233919665-0.3127127065921.555877426390.318118694509192.572742745760.8953484251522.850397801610.6666495732511.193464233820.5032550621352.03272321574-0.7398037975230.2441378243770.1188882673521.393892262910.04997446520371.332506622161.52894440886-0.1205209939931.048264206931.06198845052-0.02751567321790.7616646345332.93217816958

By default, the matrix is rendered using the Color Brewer diverging "BlueRed" :ref:palette<color>, 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 as a popup and compare them to the minimum and maximum values in the data:


In [3]:
print matrix.min(), matrix.max()


-2.56351666062 3.76384407985

However, let's say that we want 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:


In [4]:
colormap = toyplot.color.LinearMap(toyplot.color.brewer("BlueRed"), domain_min=-4, domain_max=4)
toyplot.matrix(matrix, label="A matrix", colormap=colormap);


A matrix01234567891011121314151617181901.47143516373-0.1909756947062.432706968430.6873481039080.2794112666351.887162940311.859588413720.3634764955831.01569637211-1.242684954192.150035724721.991946022341.95332412811-1.021254820190.6659226341921.002118364681.405453411571.289091940982.32115819213-0.54690555322910.7973536753710.3440306558611.193421376471.553438910962.318151554180.5306947152941.67555408512-0.817027226590.8168914598212.058969187570.60215977181.337437653612.047578572892.045938255631.863717291680.8779084251521.124712953770.6772051943921.8416747133.3909605154621.076199587840.4335540695351.03614193668-1.074977600691.247792199750.102843215560.8632051667391.018289191351.75541398241.215268580971.84100879493-0.445810077044-0.4019732815010.8990818000510.4517575508130.8553804916311.35402033220.9644869747221.565738306062.5456588046330.02576366623270.9296551228961.307968855220.7915012368942.03380073256-1.400453633813.03060362084-0.1426312890231.211883386781.704720624320.2145647882371.462059737161.704228225461.523507967890.07374568646983.007842950781.22696254187-0.1526591092511.631979445811.0395126866941.46439232505-2.563516660622.321105615471.15263055221.164529542930.5699043091241.767368735751.984919841911.270835848832.391986193451.079842313010.600035419303-0.02785055868190.4152817887391.816593926550.9180529481730.6552339857451.5282881453-0.06898878348010.48811869087351.291205359741.566533696351.503591759111.285295684781.484288112752.363481512430.2188947163750.5319823336632.22457435513-0.2811082751441.87547550427-0.710715324030.5492348968641.749163805920.7960671338990.8178245883341.68065600438-0.8184989903921.047071635331.3948442093360.7515679456190.3822933520030.3171160035511.43625760434-0.7030127741131.393710599140.5206759964250.7009837070341.694103287681.678629673711.2395559951.151226629291.816127233362.89353446761.639632763190.0379711680948-1.085265642122.93024676747-0.735348874472.210383704971.797435419430.6201892159531.7025622240.1496537283452.17681245010.4756638973681.700907730921.984188070720.8782715913333.365768628841.496142926251.796594866660.5259791098740.9433042835092.357797258110.195166275833-1.123620249090.6664975595670.1132806475151.334197930981.53678382490.2561696320640.6797961177590.08380113873350.1403317000181.225985486731.628775826541.186494348771.952478345111.988137582590.9273916860370.4493970764370.0618473859069-0.2390715625951.139683274030.7769810181183.123691888591.12227343426-0.4094317399232.422985952779-1.14785503764-0.3475325134581.363564556810.9852478881952.27239507855-0.449566608863-0.1955237416670.4081370268530.585495156468-0.4257947334381.209394787540.407113996161-0.4731164134660.1034193846982.104351569860.5684504844840.8388630917561.889157494071.28837684772-0.05153893757100.680438600160.3800069122791.156998376450.428544648922.05763318320.2085111905220.4753726540721.071878039372.910759427281.787964683141.513082144470.4535837197262.04394465553.107785152792.459927481592.015405457811.749184600920.3244785215631.440266391671.68897185633110.7233538727232.924533320021.411204020711.890764956171.22636322725-1.07861789370.6121137680330.9128930300362.126385822141.247111716161.121171805331.298983935540.8429008631530.259530977219-0.2476529230511.249455215151.581073320623.763844079851.399325436981.66848816921120.7242262713441.500482900151.86306486059-0.0516278594652-0.3920540774932.153922240612.1819441061.391371448420.1189529077981.295079959792.86380106213-0.712273924471-0.4070845457431.126781186331.0037598478-0.2689942560730.161157078581.553921251440.4959572819180.211559815482132.529400674481.205454853931.313013128981.866520712171.299070529592.076540643851.363177347542.893679825550.5142472557171.387674455781.023557610390.3397704979560.6813150704220.2773378063261.177386719381.983512729341.023504585891.553776977861.3537692940.724406366232140.5095164085210.625563399807-1.397503976142.541029983281.063084538960.715559316074-0.2656005376012.787979632460.6454912919310.8952388769331.386253689191.822775373770.3162101775692.057203331211.031879973572.343182457530.9494603104510.635990043693-0.5533423394310.68070219818151.527046450951.711112399360.782454519513.6377912107-0.7421376305950.9055651922592.431183752251.592758446551.17029689533-0.7517059477921.288581322340.4574204830931.171602381991.982817829240.9746510979370.7124475507161.924442867340.9387537001340.268966657415-0.0227737046951161.995992970251.955557932631.71384077121.133370962190.1929616915270.6579892181212.908779658091.155923261451.759652532090.5769937715811.181672745321.274492570751.067912357380.9630171851240.8291989693021.266973231542.382997248850.9775391264891.131395367231.4344371851171.264534068321.565658344271.58508427950.825701847248-0.07136867145510.9515394974480.1547096104341.415100558381.42553059140.01927564249940.5721738900282.498569955140.6398434291310.541759610663-0.3379684019510.9586134603851.821047956113.097800780772.282933246871.27033792574182.003140362042.078673551321.340752685130.8019250403763.481458422882.38525487619-0.15460096539-0.2680690503771.60786218621-0.08009648315760.3887183252041.10203511229-0.4365739367721.210717052510.103095829302-0.7243930789922.79233919665-0.3127127065921.555877426390.318118694509192.572742745760.8953484251522.850397801610.6666495732511.193464233820.5032550621352.03272321574-0.7398037975230.2441378243770.1188882673521.393892262910.04997446520371.332506622161.52894440886-0.1205209939931.048264206931.06198845052-0.02751567321790.7616646345332.93217816958

As your matrix sizes grow, you may need to thin-out the row and column indices to avoid overlap:


In [5]:
big_matrix = numpy.random.normal(loc=1, size=(50, 50))
toyplot.matrix(big_matrix, step=5, label="A matrix", colormap=colormap);


A matrix05101520253035404500.7733677063230.07616927982311.35583899747-0.2700634783860.8045275873030.5365806007831.989414847292.388647381632.087713736521.438801263030.03839775911882.245609937151.502925517670.3686012216210.2957479529120.7595174632421.585599310931.35280056011-0.8155576924320.08987615430490.2514720466610.891875073521.274778837051.237349764510.7401563056370.6875578228441.448509742510.9404680352960.5299851866021.34956677163-0.02746884717360.693361516132.40617613949-0.249696772794-0.5601488888852.557397650650.4066436050240.829711487672.672626808450.459200192350.3158716712331.599962085980.7828008748551.331526518350.6166354198490.2181839119271.266237406831.27942802453-0.2196256951740.276051083244-0.7347783075441.271660784371.099112016950.6369100935630.4117732717111.025941713520.4276976492552.1055869628-0.20801559283-0.3397010399753.07518540673-0.489409701331-0.1509530656261.419059824671.413405276421.717576932591.261724839680.75722872890.4987318672480.3018710210312.384580160840.7135745860641.500069585032.951103236540.7216325384071.036786258631.44585250626-0.4103507576811.45000130071.51547953079-0.154083940383-0.3801733950720.5041669947870.586720927581-0.7193166679280.9704390972470.2339601164771.09988207650.28697604337-1.226117620981.725714153121.916976283070.436109759589-0.5221795568230.9857212113720.7532791931810.8346705234831.1191139826-1.07498048617-0.002755217016921.523546018061.8215173090.8512581506670.9546295880410.295507074472.730315519511.22892725552.092741057290.6464284733390.9693411350630.7998281493790.5186897606432.711425997012.43538708625-0.1675203332411.040843424771.362018195671.572592191042.104460236730.5743279734791.755688842851.010281457161.22458577076-0.1347082265680.04847905876840.8728695439241.02894449843.104077366632.567514143460.3757703672090.59935579794-0.1370615382090.0968409630031-0.0972780624190.928690790369-0.3193390866510.4399070541231.164954557030.3684142120760.132930220437-0.002562670710662.207348203252.711987012990.3754105206980.787854196014-0.1935641822741.657585892431.200079881552.091259859220.5109779417262.368220262231.891625117531.837566212451.514144713390.949950307591.74395284616-0.7240502035381.089901573271.322739561890.6228505743880.9997791016982.050113693780.8313008877821.797876496421.55252431316-0.1530932618042.64155218903-0.4389778344743.02773951382-0.3653173211741.072148862391.613151678422.489166426291.22129657503-0.5308921083871.801888214220.5755332871372.118854972142.569548064582.42773177107-0.3718378731170.7335821073581.779214565210.8971857053150.4135353782421.24025265460.001944341228461.191169912820.04719697841912.470996579511.718904921540.8334404227231.76461129669-0.1894434708480.465142736280.978402153353-0.10519159148-0.05594633852492.021355658992.709656094981.029561951941.123842016441.28943005670.6985077560531.414435011281.949857901141.52184854211-0.9692628740521.502810027760.6455775606660.553009518189-0.1169783859360.2117336174192.05575216397-0.3045412108971.539735237341.346991250371.87419289333-0.5751793626210.8400163438250.3566667638330.2846291133692.699458930622.282837224690.5474423336821.393800127121.425740610590.8699525678080.6062668338180.3589402258921.171964254720.1598509807071.864998308520.7951386679190.8929266656670.7578933149350.09751722506291.797870886320.7109042123431.676977612670.6568159660691.487210134611.76566535816-1.20056443574-1.596062396781.47567483812-0.594885645232-0.1100767316660.00159350448157-1.2758066025552.55280720787-0.1492987686741.18853062861.98896378309-0.5861363032930.5276191244560.8111536521241.211127080332.611722292461.566730441810.3588227465352.538773941161.309663985890.5511513196482.769100570311.26820048796-0.4622250619252.850810168972.700769505671.353391055951.33648902112.057105434442.19867872247-1.594654269660.2852546258431.804346041642.191655345870.872634615884-0.07497526598872.448269125180.721645720284-0.03681866394091.201451466381.501755798992.61333492201-0.8977106282512.299082573781.553184425970.7996377039931.545669995091.262286618971.219070209681.932352932272.743052427880.875296320231.954031667141.712050949220.4206633427840.2381805444842.661502128743.547691702460.9610876759710.643590792762-0.8625686534343.651999118130.8637696296441.103749339971.115432225681.258670464462.487743331962.454343476391.704308298172.466351375861.35362218254-0.08552346356791.363209761-0.8132771324050.8020892402841.432874592050.4594342122921.295630654983.07984423683-0.8424329199610.4888339833790.4190648716052.062736466671.018055109661.02279839969-0.6797914849151.812423000680.374111293534-0.2502708184691.615135458350.878605388986-0.2808952713381.324609805931.670569390621.149161323141.327063803880.6470383098580.09447235955632.676185425581.680996007730.2962823894071.102079748712.195056139680.7220406142180.947834708371.353683601250.591689237889-0.8104296677950.09669193771992.054045091190.0191231232711.35207889141.665981840312.065501501950.7715663868971.36448390425-0.5148466572150.9247387127630.7029419182430.2725856182270.7541246596140.87205105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Or, you may wish to leave off the indices altogether:


In [6]:
toyplot.matrix(big_matrix, xshow=False, yshow=False, label="A matrix", colormap=colormap);


A matrix0.7733677063230.07616927982311.35583899747-0.2700634783860.8045275873030.5365806007831.989414847292.388647381632.087713736521.438801263030.03839775911882.245609937151.502925517670.3686012216210.2957479529120.7595174632421.585599310931.35280056011-0.8155576924320.08987615430490.2514720466610.891875073521.274778837051.237349764510.7401563056370.6875578228441.448509742510.9404680352960.5299851866021.34956677163-0.02746884717360.693361516132.40617613949-0.249696772794-0.5601488888852.557397650650.4066436050240.829711487672.672626808450.459200192350.3158716712331.599962085980.7828008748551.331526518350.6166354198490.2181839119271.266237406831.27942802453-0.2196256951740.276051083244-0.7347783075441.271660784371.099112016950.6369100935630.4117732717111.025941713520.4276976492552.1055869628-0.20801559283-0.3397010399753.07518540673-0.489409701331-0.1509530656261.419059824671.413405276421.717576932591.261724839680.75722872890.4987318672480.3018710210312.384580160840.7135745860641.500069585032.951103236540.7216325384071.036786258631.44585250626-0.4103507576811.45000130071.51547953079-0.154083940383-0.3801733950720.5041669947870.586720927581-0.7193166679280.9704390972470.2339601164771.09988207650.28697604337-1.226117620981.725714153121.916976283070.436109759589-0.5221795568230.9857212113720.7532791931810.8346705234831.1191139826-1.07498048617-0.002755217016921.523546018061.8215173090.8512581506670.9546295880410.295507074472.730315519511.22892725552.092741057290.6464284733390.9693411350630.7998281493790.5186897606432.711425997012.43538708625-0.1675203332411.040843424771.362018195671.572592191042.104460236730.5743279734791.755688842851.010281457161.22458577076-0.1347082265680.04847905876840.8728695439241.02894449843.104077366632.567514143460.3757703672090.59935579794-0.1370615382090.0968409630031-0.0972780624190.928690790369-0.3193390866510.4399070541231.164954557030.3684142120760.132930220437-0.002562670710662.207348203252.711987012990.3754105206980.787854196014-0.1935641822741.657585892431.200079881552.091259859220.5109779417262.368220262231.891625117531.837566212451.514144713390.949950307591.74395284616-0.7240502035381.089901573271.322739561890.6228505743880.9997791016982.050113693780.8313008877821.797876496421.55252431316-0.1530932618042.64155218903-0.4389778344743.02773951382-0.3653173211741.072148862391.613151678422.489166426291.22129657503-0.5308921083871.801888214220.5755332871372.118854972142.569548064582.42773177107-0.3718378731170.7335821073581.779214565210.8971857053150.4135353782421.24025265460.001944341228461.191169912820.04719697841912.470996579511.718904921540.8334404227231.76461129669-0.1894434708480.465142736280.978402153353-0.10519159148-0.05594633852492.021355658992.709656094981.029561951941.123842016441.28943005670.6985077560531.414435011281.949857901141.52184854211-0.9692628740521.502810027760.6455775606660.553009518189-0.1169783859360.2117336174192.05575216397-0.3045412108971.539735237341.346991250371.87419289333-0.5751793626210.8400163438250.3566667638330.2846291133692.699458930622.282837224690.5474423336821.393800127121.425740610590.8699525678080.6062668338180.3589402258921.171964254720.1598509807071.864998308520.7951386679190.8929266656670.7578933149350.09751722506291.797870886320.7109042123431.676977612670.6568159660691.487210134611.76566535816-1.20056443574-1.596062396781.47567483812-0.594885645232-0.1100767316660.00159350448157-1.275806602552.55280720787-0.1492987686741.18853062861.98896378309-0.5861363032930.5276191244560.8111536521241.211127080332.611722292461.566730441810.3588227465352.538773941161.309663985890.5511513196482.769100570311.26820048796-0.4622250619252.850810168972.700769505671.353391055951.33648902112.057105434442.19867872247-1.594654269660.2852546258431.804346041642.191655345870.872634615884-0.07497526598872.448269125180.721645720284-0.03681866394091.201451466381.501755798992.61333492201-0.8977106282512.299082573781.553184425970.7996377039931.545669995091.262286618971.219070209681.932352932272.743052427880.875296320231.954031667141.712050949220.4206633427840.2381805444842.661502128743.547691702460.9610876759710.643590792762-0.8625686534343.651999118130.8637696296441.103749339971.115432225681.258670464462.487743331962.454343476391.704308298172.466351375861.35362218254-0.08552346356791.363209761-0.8132771324050.8020892402841.432874592050.4594342122921.295630654983.07984423683-0.8424329199610.4888339833790.4190648716052.062736466671.018055109661.02279839969-0.6797914849151.812423000680.374111293534-0.2502708184691.615135458350.878605388986-0.2808952713381.324609805931.670569390621.149161323141.327063803880.6470383098580.09447235955632.676185425581.680996007730.2962823894071.102079748712.195056139680.7220406142180.947834708371.353683601250.591689237889-0.8104296677950.09669193771992.054045091190.0191231232711.35207889141.665981840312.065501501950.7715663868971.36448390425-0.5148466572150.9247387127630.7029419182430.2725856182270.7541246596140.872051057880.630689380091-1.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Note that the matrix visualization in Toyplot is actually just a factory function that creates and populates a set of :ref:table-axes, so you can use the full :class:toyplot.axes.Table API to configure it however you like. For example, you could highlight the maximum value in the matrix using a contrasting color:


In [7]:
i, j = numpy.unravel_index(numpy.argmax(matrix), matrix.shape)

canvas, table = toyplot.matrix(matrix, label="A matrix", colormap=colormap)
table.body.cell(i, j).bstyle = {"fill":"yellow"}


A matrix01234567891011121314151617181901.47143516373-0.1909756947062.432706968430.6873481039080.2794112666351.887162940311.859588413720.3634764955831.01569637211-1.242684954192.150035724721.991946022341.95332412811-1.021254820190.6659226341921.002118364681.405453411571.289091940982.32115819213-0.54690555322910.7973536753710.3440306558611.193421376471.553438910962.318151554180.5306947152941.67555408512-0.817027226590.8168914598212.058969187570.60215977181.337437653612.047578572892.045938255631.863717291680.8779084251521.124712953770.6772051943921.8416747133.3909605154621.076199587840.4335540695351.03614193668-1.074977600691.247792199750.102843215560.8632051667391.018289191351.75541398241.215268580971.84100879493-0.445810077044-0.4019732815010.8990818000510.4517575508130.8553804916311.35402033220.9644869747221.565738306062.5456588046330.02576366623270.9296551228961.307968855220.7915012368942.03380073256-1.400453633813.03060362084-0.1426312890231.211883386781.704720624320.2145647882371.462059737161.704228225461.523507967890.07374568646983.007842950781.22696254187-0.1526591092511.631979445811.0395126866941.46439232505-2.563516660622.321105615471.15263055221.164529542930.5699043091241.767368735751.984919841911.270835848832.391986193451.079842313010.600035419303-0.02785055868190.4152817887391.816593926550.9180529481730.6552339857451.5282881453-0.06898878348010.48811869087351.291205359741.566533696351.503591759111.285295684781.484288112752.363481512430.2188947163750.5319823336632.22457435513-0.2811082751441.87547550427-0.710715324030.5492348968641.749163805920.7960671338990.8178245883341.68065600438-0.8184989903921.047071635331.3948442093360.7515679456190.3822933520030.3171160035511.43625760434-0.7030127741131.393710599140.5206759964250.7009837070341.694103287681.678629673711.2395559951.151226629291.816127233362.89353446761.639632763190.0379711680948-1.085265642122.93024676747-0.735348874472.210383704971.797435419430.6201892159531.7025622240.1496537283452.17681245010.4756638973681.700907730921.984188070720.8782715913333.365768628841.496142926251.796594866660.5259791098740.9433042835092.357797258110.195166275833-1.123620249090.6664975595670.1132806475151.334197930981.53678382490.2561696320640.6797961177590.08380113873350.1403317000181.225985486731.628775826541.186494348771.952478345111.988137582590.9273916860370.4493970764370.0618473859069-0.2390715625951.139683274030.7769810181183.123691888591.12227343426-0.4094317399232.422985952779-1.14785503764-0.3475325134581.363564556810.9852478881952.27239507855-0.449566608863-0.1955237416670.4081370268530.585495156468-0.4257947334381.209394787540.407113996161-0.4731164134660.1034193846982.104351569860.5684504844840.8388630917561.889157494071.28837684772-0.05153893757100.680438600160.3800069122791.156998376450.428544648922.05763318320.2085111905220.4753726540721.071878039372.910759427281.787964683141.513082144470.4535837197262.04394465553.107785152792.459927481592.015405457811.749184600920.3244785215631.440266391671.68897185633110.7233538727232.924533320021.411204020711.890764956171.22636322725-1.07861789370.6121137680330.9128930300362.126385822141.247111716161.121171805331.298983935540.8429008631530.259530977219-0.2476529230511.249455215151.581073320623.763844079851.399325436981.66848816921120.7242262713441.500482900151.86306486059-0.0516278594652-0.3920540774932.153922240612.1819441061.391371448420.1189529077981.295079959792.86380106213-0.712273924471-0.4070845457431.126781186331.0037598478-0.2689942560730.161157078581.553921251440.4959572819180.211559815482132.529400674481.205454853931.313013128981.866520712171.299070529592.076540643851.363177347542.893679825550.5142472557171.387674455781.023557610390.3397704979560.6813150704220.2773378063261.177386719381.983512729341.023504585891.553776977861.3537692940.724406366232140.5095164085210.625563399807-1.397503976142.541029983281.063084538960.715559316074-0.2656005376012.787979632460.6454912919310.8952388769331.386253689191.822775373770.3162101775692.057203331211.031879973572.343182457530.9494603104510.635990043693-0.5533423394310.68070219818151.527046450951.711112399360.782454519513.6377912107-0.7421376305950.9055651922592.431183752251.592758446551.17029689533-0.7517059477921.288581322340.4574204830931.171602381991.982817829240.9746510979370.7124475507161.924442867340.9387537001340.268966657415-0.0227737046951161.995992970251.955557932631.71384077121.133370962190.1929616915270.6579892181212.908779658091.155923261451.759652532090.5769937715811.181672745321.274492570751.067912357380.9630171851240.8291989693021.266973231542.382997248850.9775391264891.131395367231.4344371851171.264534068321.565658344271.58508427950.825701847248-0.07136867145510.9515394974480.1547096104341.415100558381.42553059140.01927564249940.5721738900282.498569955140.6398434291310.541759610663-0.3379684019510.9586134603851.821047956113.097800780772.282933246871.27033792574182.003140362042.078673551321.340752685130.8019250403763.481458422882.38525487619-0.15460096539-0.2680690503771.60786218621-0.08009648315760.3887183252041.10203511229-0.4365739367721.210717052510.103095829302-0.7243930789922.79233919665-0.3127127065921.555877426390.318118694509192.572742745760.8953484251522.850397801610.6666495732511.193464233820.5032550621352.03272321574-0.7398037975230.2441378243770.1188882673521.393892262910.04997446520371.332506622161.52894440886-0.1205209939931.048264206931.06198845052-0.02751567321790.7616646345332.93217816958

Or you could use the table API to overwrite or replace the default labels:


In [8]:
x = numpy.arange(-5, 5, 0.2)
y = numpy.arange(-5, 5, 0.2)
xx, yy = numpy.meshgrid(x, y, sparse=True)
z = xx ** 2 - yy ** 2

canvas, table = toyplot.matrix(z, step=5, width=400)
table.left.cell(25, 0).style = {"fill":"red"}
table.top.cell(0, 25).style = {"fill":"red"}
table.right.cell(25, 0).data = "Saddle"
table.bottom.cell(0, 25).data = "Saddle"


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If you want to combine a matrix with additional plots on a canvas, you use the same :ref:canvas-layout mechanisms as usual:


In [9]:
canvas = toyplot.Canvas(width=600, height=400)
table = canvas.matrix(matrix, label="Matrix", bounds=(50, -250, 50, -50), step=5)
axes = canvas.axes(bounds=(-200, -50, 50, -50), label="Distribution", xlabel="Count", ylabel="Value")
axes.bars(numpy.histogram(matrix, 20), along="y")


Out[9]:
<toyplot.mark.BarMagnitudes at 0x10061b950>
Matrix05101501.47143516373-0.1909756947062.432706968430.6873481039080.2794112666351.887162940311.859588413720.3634764955831.01569637211-1.242684954192.150035724721.991946022341.95332412811-1.021254820190.6659226341921.002118364681.405453411571.289091940982.32115819213-0.5469055532290.7973536753710.3440306558611.193421376471.553438910962.318151554180.5306947152941.67555408512-0.817027226590.8168914598212.058969187570.60215977181.337437653612.047578572892.045938255631.863717291680.8779084251521.124712953770.6772051943921.8416747133.390960515461.076199587840.4335540695351.03614193668-1.074977600691.247792199750.102843215560.8632051667391.018289191351.75541398241.215268580971.84100879493-0.445810077044-0.4019732815010.8990818000510.4517575508130.8553804916311.35402033220.9644869747221.565738306062.545658804630.02576366623270.9296551228961.307968855220.7915012368942.03380073256-1.400453633813.03060362084-0.1426312890231.211883386781.704720624320.2145647882371.462059737161.704228225461.523507967890.07374568646983.007842950781.22696254187-0.1526591092511.631979445811.039512686691.46439232505-2.563516660622.321105615471.15263055221.164529542930.5699043091241.767368735751.984919841911.270835848832.391986193451.079842313010.600035419303-0.02785055868190.4152817887391.816593926550.9180529481730.6552339857451.5282881453-0.06898878348010.48811869087351.291205359741.566533696351.503591759111.285295684781.484288112752.363481512430.2188947163750.5319823336632.22457435513-0.2811082751441.87547550427-0.710715324030.5492348968641.749163805920.7960671338990.8178245883341.68065600438-0.8184989903921.047071635331.394844209330.7515679456190.3822933520030.3171160035511.43625760434-0.7030127741131.393710599140.5206759964250.7009837070341.694103287681.678629673711.2395559951.151226629291.816127233362.89353446761.639632763190.0379711680948-1.085265642122.93024676747-0.735348874472.21038370491.797435419430.6201892159531.7025622240.1496537283452.17681245010.4756638973681.700907730921.984188070720.8782715913333.365768628841.496142926251.796594866660.5259791098740.9433042835092.357797258110.195166275833-1.123620249090.6664975595670.1132806475151.33419793091.53678382490.2561696320640.6797961177590.08380113873350.1403317000181.225985486731.628775826541.186494348771.952478345111.988137582590.9273916860370.4493970764370.0618473859069-0.2390715625951.139683274030.7769810181183.123691888591.12227343426-0.4094317399232.42298595277-1.14785503764-0.3475325134581.363564556810.9852478881952.27239507855-0.449566608863-0.1955237416670.4081370268530.585495156468-0.4257947334381.209394787540.407113996161-0.4731164134660.1034193846982.104351569860.5684504844840.8388630917561.889157494071.28837684772-0.05153893757100.680438600160.3800069122791.156998376450.428544648922.05763318320.2085111905220.4753726540721.071878039372.910759427281.787964683141.513082144470.4535837197262.04394465553.107785152792.459927481592.015405457811.749184600920.3244785215631.440266391671.688971856330.7233538727232.924533320021.411204020711.890764956171.22636322725-1.07861789370.6121137680330.9128930300362.126385822141.247111716161.121171805331.298983935540.8429008631530.259530977219-0.2476529230511.249455215151.581073320623.763844079851.399325436981.668488169210.7242262713441.500482900151.86306486059-0.0516278594652-0.3920540774932.153922240612.1819441061.391371448420.1189529077981.295079959792.86380106213-0.712273924471-0.4070845457431.126781186331.0037598478-0.2689942560730.161157078581.553921251440.4959572819180.2115598154822.529400674481.205454853931.313013128981.866520712171.299070529592.076540643851.363177347542.893679825550.5142472557171.387674455781.023557610390.3397704979560.6813150704220.2773378063261.177386719381.983512729341.023504585891.553776977861.3537692940.7244063662320.5095164085210.625563399807-1.397503976142.541029983281.063084538960.715559316074-0.2656005376012.787979632460.6454912919310.8952388769331.386253689191.822775373770.3162101775692.057203331211.031879973572.343182457530.9494603104510.635990043693-0.5533423394310.68070219818151.527046450951.711112399360.782454519513.6377912107-0.7421376305950.9055651922592.431183752251.592758446551.17029689533-0.7517059477921.288581322340.4574204830931.171602381991.982817829240.9746510979370.7124475507161.924442867340.9387537001340.268966657415-0.02277370469511.995992970251.955557932631.71384077121.133370962190.1929616915270.6579892181212.908779658091.155923261451.759652532090.5769937715811.181672745321.274492570751.067912357380.9630171851240.8291989693021.266973231542.382997248850.9775391264891.131395367231.43443718511.264534068321.565658344271.58508427950.825701847248-0.07136867145510.9515394974480.1547096104341.415100558381.42553059140.01927564249940.5721738900282.498569955140.6398434291310.541759610663-0.3379684019510.9586134603851.821047956113.097800780772.282933246871.270337925742.003140362042.078673551321.340752685130.8019250403763.481458422882.38525487619-0.15460096539-0.2680690503771.60786218621-0.08009648315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