高等数学词汇(highermathematicswords)Aabeliangroup:阿贝尔群;absolutegeometry:绝对几何;absolutevalue:绝对值;abstractalgebra:抽象代数;addition:加法;algebra:代数;algebraicclosure:代数闭包;algebraicgeometry:代数几何;algebraicgeometryandanalyticgeometry:代数几何和解析几何;algebraicnumbers:代数数;algorithm:算法;almostall:绝大多数;analyticfunction:解析函数;analyticgeometry:解析几何;and:且;angle:角度;anticommutative:反交换律;antisymmetricrelation:反对称关系;antisymmetry:反对称性;approximatelyequal:约等于;Archimedeanfield:阿基米德域;Archimedeangroup:阿基米德群;area:面积;arithmetic:算术;associativealgebra:结合代数;associativity:结合律;axiom:公理;axiomofconstructibility:可构造公理;axiomofemptyset:空集公理;axiomofextensionality:外延公理;axiomoffoundation:正则公理;axiomofpairing:对集公理;axiomofregularity:正则公理;axiomofreplacement:代换公理;axiomofunion:并集公理;axiomschemaofseparation:分离公理;axiomschemaofspecification:分离公理;axiomaticsettheory:公理集合论;axiomaticsystem:公理系统;BBairespace:贝利空间;basis:基;Bézout'sidentity:贝祖恒等式;Bernoulli'sinequality:伯努利不等式;BigOnotation:大O符号;bilinearoperator:双线性算子;binaryoperation:二元运算;binarypredicate:二元谓词;binaryrelation:二元关系;Booleanalgebra:布尔代数;Booleanlogic:布尔逻辑;Booleanring:布尔环;boundary:边界;boundarypoint:边界点;boundedlattice:有界格;Ccalculus:微积分学;Cantor'sdiagonalargument:康托尔对角线方法;cardinalnumber:基数;cardinality:势;cardinalityofthecontinuum:连续统的势;Cartesiancoordinatesystem:直角坐标系;Cartesianproduct:笛卡尔积;category:范畴;Cauchysequence:柯西序列;Cauchy-Schwarzinequality:柯西不等式;Ceva'sTheorem:塞瓦定理;characteristic:特征;characteristicpolynomial:特征多项式;circle:圆;class:类;closed:闭集;closure:封闭性或闭包;closurealgebra:闭包代数;combinatorialidentities:组合恒等式;commutativegroup:交换群;commutativering:交换环;commutativity::交换律;compact:紧致的;compactset:紧致集合;compactspace:紧致空间;complement:补集或补运算;completelattice:完备格;completemetricspace:完备的度量空间;completespace:完备空间;complexmanifold:复流形;complexplane:复平面;congruence:同余;congruent:全等;connectedspace:连通空间;constructibleuniverse:可构造全集;constructionsoftherealnumbers:实数的构造;continuedfraction:连分数;continuous:连续;continuumhypothesis:连续统假设;contractiblespace:可缩空间;convergencespace:收敛空间;cosine:余弦;countable:可数;countableset:可数集;crossproduct:叉积;cyclespace:圈空间;cyclicgroup:循环群;DdeMorgan'slaws:德·摩根律;Dedekindcompletion:戴德金完备性;Dedekindcut:戴德金分割;del:微分算子;dense:稠密;denselyordered:稠密排列;derivative:导数;determinant:行列式;diffeomorphism:可微同构;difference:差;differentiablemanifold:可微流形;differentialcalculus:微分学;dimension:维数;directedgraph:有向图;discretespace:离散空间;discriminant:判别式;distance:距离;distributivity:分配律;dividend:被除数;dividing:除;divisibility:整除;division:除法;divisor:除数;dotproduct:点积;Eeigenvalue:特征值;eigenvector:特征向量;element:元素;elementaryalgebra:初等代数;emptyfunction:空函数;emptyset:空集;emptyproduct:空积;equal:等于;equality:等式或等于;equation:方程;equivalencerelation:等价关系;Euclideangeometry:欧几里德几何;Euclideanmetric:欧几里德度量;Euclideanspace:欧几里德空间;Euler'sidentity:欧拉恒等式;evennumber:偶数;event:事件;existentialquantifier:存在量词;exponentialfunction:指数函数;exponentialidentities:指数恒等式;expression:表达式;extendedrealnumberline:扩展的实数轴;Ffalse:假;field:域;finite:有限;finitefield:有限域;finiteset:有限集合;first-countablespace:第一可数空间;firstorderlogic:一阶逻辑;foundationsofmathematics:数学基础;function:函数;functionalanalysis:泛函分析;functionalpredicate:函数谓词;fundamentaltheoremofalgebra:代数基本定理;fraction:分数;Ggaugespace:规格空间;generallineargroup:一般线性群;geometry:几何学;gradient:梯度;graph:图;graphofarelation:关系图;graphtheory:图论;greatestelement:最大元;group:群;grouphomomorphism:群同态;HHausdorffspace:豪斯多夫空间;hereditarilyfiniteset:遗传有限集合;Heron'sformula:海伦公式;Hilbertspace:希尔伯特空间;Hilbert'saxioms:希尔伯特公理系统;Hodgedecomposition:霍奇分解;HodgeLaplacian:霍奇拉普拉斯算子;homeomorphism:同胚;horizontal:水平;hyperbolicfunctionidentities:双曲线函数恒等式;hypergeometricfunctionidentities:超几何函数恒等式;hyperrealnumber:超实数;Iidentical:同一的;identity:恒等式;identityelement:单位元;identitymatrix:单位矩阵;idempotent:幂等;if:若;ifandonlyif:当且仅当;iff:当且仅当;imaginarynumber:虚数;inclusion:包含;indexset:索引集合;indiscretespace:非离散空间;inequality:不等式或不等;inequalityofarithmeticandgeometricmeans:平均数不等式;infimum:下确界;infiniteseries:无穷级数;infinite:无穷大;infinitesimal:无穷小;infinity:无穷大;initialobject:初始对象;innerangle:内角;innerproduct:内积;innerproductspace:内积空间;integer:整数;integersequence:整数列;integral:积分;integraldomain:整数环;interior:内部;interioralgebra:内部代数;interiorpoint:内点;intersection:交集;inverseelement:逆元;invertiblematrix:可逆矩阵;interval:区间;involution:回旋;irrationalnumber:无理数;isolatedpoint:孤点;isomorphism:同构;JJacobiidentity:雅可比恒等式;join:并运算;K格式:Kuratowskiclosureaxioms:Kuratowski闭包公理;Lleastelement:最小元;Lebesguemeasure:勒贝格测度;Leibniz'slaw:莱布尼茨律;Liealgebra:李代数;Liegroup:李群;limit:极限;limitpoint:极限点;line:线;linesegment:线段;linear:线性;linearalgebra:线性代数;linearoperator:线性算子;linearspace:线性空间;lineartransformation:线性变换;linearity:线性性;listofinequalities:不等式列表;listoflinearalgebratopics:线性代数相关条目;locallycompactspace:局部紧致空间;logarithmicidentities:对数恒等式;logic:逻辑学;logicalpositivism:逻辑实证主义;lawofcosines:余弦定理;L??wenheim-Skolemtheorem:L??wenheim-Skolem定理;lowerlimittopology:下限拓扑;Mmagnitude:量;manifold:流形;map:映射;mathematicalsymbols:数学符号;mathematicalanalysis:数学分析;mathematicalproof:数学证明;mathematics:数学;matrix:矩阵;matrixmultiplication:矩阵乘法;meaning:语义;measure:测度;meet:交运算;member:元素;metamathematics:元数学;metric:度量;metricspace:度量空间;model:模型;mod