所有数学知识-数学辞典

数学辞典收录了18232条数学词条，基本涵盖了常用数学知识及数学英语单词词组的翻译及用法，是数学学习的有利工具。

TheoremOnCollatzSequencesStartingWithMersenneNumbers	theorem on Collatz sequences starting with Mersenne numbers	TheoremOnConstructibleAngles	theorem on constructible angles	TheoremOnConstructibleNumbers
theorem on constructible numbers	TheoremOnMultiplesOfAbundantNumbers	theorem on multiples of abundant numbers	TheoremOnSumsOfTwoSquaresByFermat	theorem on sums of two squares by Fermat
TheoremsOfEuclid	theorems of Euclid	TheoremsOfSpecialLinearGroupOverAFiniteField	theorems of special linear group over a finite field	TheoremsOnComplexFunctionSeries
theorems on complex function series	TheoremsOnContinuation	theorems on continuation	TheoremsOnSumsOfSquares	theorems on sums of squares
Theory	theory	TheoryForSeparationOfVariables	theory for separation of variables	TheoryFromOrdersOfClassicalGroups
theory from orders of classical groups	TheoryOfAlgebraicAndTranscendentalNumbers	theory of algebraic and transcendental numbers	TheoryOfFormalLanguages	theory of formal languages
TheoryOfRationalAndIrrationalNumbers	theory of rational and irrational numbers	TheParadoxOfTristramShandy	The Paradox of Tristram Shandy	The PlanetMath FAQ
ThePlanetMathFAQ1	ThePrimePowerDividingAFactorial	the prime power dividing a factorial	The principle of unique choice	TheProofOfTheoremIsWrong
The proof of theorem is wrong	ThePropertyThatCompactSetsInASpaceAreClosedLiesStrictlyBetweenT1AndT2	The property that compact sets in a space are closed lies strictly between T1 and T2	TheRamificationIndexAndTheInertialDegreeAreMultiplicativeInTowers	the ramification index and the inertial degree are multiplicative in towers
TheRealHistoryOfGettingSettledToAccomplishStudies	The Real History of Getting Settled To Accomplish Studies	TheRealNumbersAreIndecomposableAsATopologicalSpace	the real numbers are indecomposable as a topological space	ThereAreAnInfiniteNumberOfPrimesequiv1modM
ThereAreAnInfiniteNumberOfPrimesequivpm1pmod4	artinian	ArtinMap	Artin map	ArtinReesTheorem
Artin-Rees theorem	ArtinsConjectureOnPrimitiveRoots	Artin’s conjecture on primitive roots	AscendingChainCondition	ascending chain condition
AscendingOrder	ascending order	AscendingSeries	ascending series	AscoliArzelaTheorem
Ascoli-Arzelà theorem	ASemilatticeIsACommutativeBand	a semilattice is a commutative band	ASeriesRelatedToHarmonicSeries	a series related to harmonic series
AShorterProofMartinsAxiomAndTheContinuumHypothesis	a shorter proof: Martin’s axiom and the continuum hypothesis	ASimpleMethodForComparingRealFunctions	a simple method for comparing real functions	ASimpleMethodForFindingTheRootsOfNumbers
A simple method for finding the roots of numbers	ASpaceIsCompactIffAnyFamilyOfClosedSetsHavingFipHasNonemptyIntersection	a space is compact iff any family of closed sets having fip has non-empty intersection	ASpaceIsConnectedUnderTheOrderedTopologyIfAndOnlyIfItIsALinearContinuum	a space is connected under the ordered topology if and only if it is a linear continuum.
ASpaceIsT1IfAndOnlyIfDistinctPointsAreSeparated	a space is T_1 if and only if distinct points are separated	ASpaceIsT1IfAndOnlyIfEverySingletonIsClosed	a space is T1 if and only if every singleton is closed	ASpaceIsT1IfAndOnlyIfEverySubsetAIsTheIntersectionOfAllOpenSetsContainingA
a space is T1 if and only if every subset A is the intersection of all open sets containing A	ASpacemathnormalXIsHausdorffIfAndOnlyIfDeltaXIsClosed	a space X is Hausdorff if and only if Δ⁢(X) is closed	ASpecialCaseOfPartialIntegration	a special case of partial integration
AspectRatio	aspect ratio	AssignmentProblem	assignment problem	AssociatedBundleConstruction
associated bundle construction	AssociatedPrime	associated prime	Associates	associates
AssociationScheme	association scheme	Associative	associative	AssociativityOfMultiplication
associativity of multiplication	AssociativityOfStochasticIntegration	associativity of stochastic integration	Associator	associator
ASubgroupOfIndex2IsNormal	a subgroup of index 2 is normal	ASufficientConditionForConvergenceOfIntegral	a sufficient condition for convergence of integral	ASurjectionBetweenFiniteSetsOfTheSameCardinalityIsBijective
a surjection between finite sets of the same cardinality is bijective	Asymptote	asymptote	AsymptoteOfAnArctangent	asymptote of an arctangent
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