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How to pronounce “antiperiodicity”
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Pronunciation guide for antiperiodicity
- Learning goal
- Practice the English pronunciation of antiperiodicity with real speech in context.
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- Definition summary
- (mathematics) A generalization of periodicity such that f(x + P) = −f(x) for all x in some function f.
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A Deep Dive Into “antiperiodicity”
Meaning
- [Noun]
- (mathematics) A generalization of periodicity such that f(x + P) = −f(x) for all x in some function f.
Practice Nearby Words
periodic function, pseudo-period, pseudoperiod, periodicity, elliptic function, multipermutation, involutory, pisano period, pseudoform, pseudofunction, pseudopolynomial, odd function, fixed point, periodic continued fraction, alternating function, even function, alternation, hyperfunction, persistence, diskcyclicity, multiprogression, constant function, antidifference, persymmetry, p-adic ordinal, appell sequence, poweroid, paraproduct, extensionality, porism, partial function, padovan sequence, antipercolation, quasipolynomial, polyache, antihomomorphism, partial function application, characteristic polynomial, nilprogression, nonconstant, forcing function, repeating decimal, pseudoduality, functional root, parabolic, power function, gibbs phenomenon, pronilfactor, harmonic progression, regular function, antihyperbolic function, ultrapolynomial, autoparallel, rational function, uniform convergence, point function, noncommutativity, p-adic number, pseudofunctor, antisymmetry, epimorphism, parity, characteristic function, pippian, perfect power, parallelizability, pseudoinversion, pseudoprime, additive function, power law, null recurrence, inclusion function, pseudointersection, sharkovskii's theorem, primitive, fibonacci polynomial, asymptoticity, legendre symbol, impulse function, monotone function, sequential continuity, poisson, impredicativity, premetric, nonexponentiality, pseudoquotient, positive linear functional, absolute constant, identity function, hyperbolic polynomial, pseudocompactness, differential form, subsymmetry, precomposition, projectivity, homogeneous function, peano axiom, predimension, potential theory, pseudomeasure
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