Wolfram示范项目http://demonstrations.wolfram.com/交互式数学可视化的开放资源版权所有2009 Wolfram演示项目和参与者一个平行四边形到另一个相同角度的三维扭指解剖http://demonstrations.wolfram.com/3DTwistHingedDissectionOfOneParallelogramIntoAnotherWithTheS/]]>http://demonstrations.wolfram.com/3DTwistHingedDissectionOfOneParallelogramIntoAnotherWithTheS/在Deltahedron上滚动四面体http://demonstrations.wolfram.com/RollingATetrahedronOverADeltahedron/]]>http://demonstrations.wolfram.com/RollingATetrahedronOverADeltahedron/Zome中的黄金有理四面体http://demonstructions.wolfram.com/TheGoldenRatinalTetrahedraInZome（黄金比例四面体模型）/]]>http://demonstructions.wolfram.com/TheGoldenRatinalTetrahedraInZome（黄金比例四面体模型）/用似然最大化或GE-EV匹配估计中心AR1 x AR1高斯场http://demonstrations.wolfram.com/EstimatingACenteredAR1XAR1GaussianFieldByLikelihood最大化/]]>http://demonstrations.wolfram.com/EstimatingACenteredAR1XAR1GaussianFieldByLikelihood最大化/将立方体剖分为三面体、三个Bilinski十二面体和一个较小的立方体http://demonstrations.wolfram.com/DissectionOfACubeIntoATriacontaherdonThreeBilinskiDodecahedro/]]>http://demonstrations.wolfram.com/DissectionOfACubeIntoATriacontaherdonThreeBilinskiDodecahedro/一元酸和碱溶液的pH值http://demonstrations.wolfram.com/PHOfMonoproticAcidAndBaseSolutions公司/]]>http://demonstructions.wolfram.com/PHOfMonoproticAcidAndBaseSolutions公司/黄金菱形固体的一些练习http://demonstrations.wolfram.com/SomeExerciesWithGoldenRhombicSolids公司/]]>http://demonstrations.wolfram.com/SomeExerciesWithGoldenRhombicSolids公司/将五角正方形棱柱剖分为五角双锥和棱柱http://demonstrations.wolfram.com/DissectingAPentagonic OrthobicupolaIntoAPentagronic DipyramidAn（五角正方双锥）/]]>http://demonstrations.wolfram.com/DissectingAPentagonic OrthobicupolaIntoAPentagronic DipyramidAn（五角正方双锥）/为网络上的面添加标签http://demonstrations.wolfram.com/LabelFacesOnANet/]]>http://demonstrations.wolfram.com/LabelFacesOnANet/RC电路的基本参数http://demonstrations.wolfram.com/BasicParametersOfAnRC电路/]]>http://demonstrations.wolfram.com/BasicParametersOfAnRC电路/金菱形固体中的三角Hebesphenortundahttp://demonstrations.wolfram.com/TriangularHebesphenorotundaFromGoldenRhombicSolids公司/]]>http://demonstrations.wolfram.com/TriangularHebesphenorotundaFromGoldenRhombicSolids公司/59个零星有理四面体http://demonstrations.wolfram.com/The59零星理性四面体/]]>http://demonstrations.wolfram.com/The59零星理性四面体/从Bilinski十二面体构造Bilunabirotunda的两种方法http://demonstrations.wolfram.com/TwoConstructionsOfABilunabirotundaFromABilinskiDodecahedron/]]>http://demonstrations.wolfram.com/TwoConstructionsOfABilunabirotundaFromABilinskiDodecahedron/所有勾股三元组的枚举http://demonstrations.wolfram.com/EnumerationOfAllPythagoreanTriples/]]>http://demonstrations.wolfram.com/EnumerationOfAllPythagoreanTriples/Bilunabirotunda与Bilinski十二面体的关系http://demonstrations.wolfram.com/RelationBetweenBilunabirotunda和BilinskiDodecahedron之间的关系/]]>http://demonstrations.wolfram.com/RelationBetweenBilunabirotunda和BilinskiDodecahedron之间的关系/钻孔Bilunabirotunda和Bilinski十二面体的等分解性http://demonstructions.wolfram.com/EquidecompositabilityOfDrilldBilunabirotonda和ABilinskiDodec/]]>http://demonstrations.wolfram.com/EquidecompositionabilityOfDrilledBilunabirotundaAndABilinskiDodec/嵌入线性电介质球中的偶极子http://demonstrations.wolfram.com/DipoleEmbeddedInALinearDielectricSphere公司/]]>http://demonstrations.wolfram.com/DipoleEmbeddedInALinearDielectricSphere公司/视黄醇http://demonstrations.wolfram.com/Disphenoid/]]>http://demonstrations.wolfram.com/Disphenoid/Rhodes-Semon快速空间中的Boost合成和Wigner旋转http://demolations.wolfram.com/BoostCompositionAndWignerRotationInRhodesSemonRapiditySpace/]]>http://demonstrations.wolfram.com/BoostCompositionAndWignerRotationInRhodesSemonRapiditySpace/球面上托马斯进动的诱导完整群http://demonstrations.wolfram.com/InducedHolonomyGroupsForThomasProcessionOnASphere/]]>http://demonstrations.wolfram.com/InducedHolonomyGroupsForThomasProcessionOnASphere/