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History of calculusOutline of calculusCalculusSmooth infinitesimal analysisAbsolute geometryCalculus on euclidean spaceInfinitesimalFunctional calculusPath integral formulationGeometric calculusPrimitive recursive arithmeticSynthetic geometryPure mathematicsEquivalenceInfinite element methodTransfinite numberGeometric quantizationQuantum dynamicsQuantum mechanicsQuantum game theoryQuotient ruleQuantum field theoryHyperreal numberAlgebraic logicHistory of algebraStationary phase approximationIntegro-differential equationDiscrete calculusTranscendental functionPseudometric spaceApplications of quantum mechanicsCompact convergenceSuperfluidityQuantum chaosInfinitesimal transformationLimit comparison testInverse function ruleAlternative algebraAxiom of choiceDivision algebraContinuumQuantum electrodynamicsProduct integralQuantum markov chainMatrix calculusIntroduction to quantum mechanicsNonlinear algebraChain ruleTime-scale calculusNon-perturbativeDifferential equationTranscendental equationInstantNon-euclidean geometryRelativistic quantum mechanicsSecond derivativeDistance from a point to a lineCombinatory logicIntegration by substitutionQuantum topologyFinite measureQuantum spacetimeDivision by zeroAlgebraic number theoryIntegral equationAbsolute valuePhilosophy of mathematicsAdditive inverseEmpty setAxiom of infinityPhase-space formulationIntegration using euler's formulaConstructible universeEquilibrium pointQuantum fourier transformSemiringGauss's law for gravityCancellation propertyFormula for primesAbsolute continuityOrdinary differential equationNonlinear systemIntegralPower ruleFinite volume methodCharacterizationAlgebraic fractionFinite mathematicsContinuum hypothesisIndeterminate formTrigonometric substitutionOutline of discrete mathematicsDifferential calculusLambda calculusClassical field theoryIsolated singularitySubderivativeMethod of characteristicsLogarithmic derivativeFinite difference coefficient