💡 Words with a Similar Meaning to "Hypergeometric function"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| hypergeometricnoun | (mathematics) Such a function, series etc. |
| hypergeometric seriesnoun | (mathematics) Any power series such that the ratio of the (k+1)-th and the k-th terms is a rational function of the natural integer k. |
| hypergeometric random variablenoun | (probability theory, statistics) A random variable whose probability distribution is a hypergeometric distribution. |
| hyperbolic functionnoun | (calculus) A set of functions that are analogs of the trigonometric functions for hyperbolic spaces. |
| antihyperbolic functionnoun | An inverse hyperbolic function |
| arc-hyperbolic functionnoun | An inverse hyperbolic function |
| hyperfunctionnoun | (medicine) Abnormally elevated function. |
| hypergroupnoun | (mathematics) Any algebraic group equipped with a hyperoperation. |
| unit hyperbolanoun | (geometry) The hyperbola that satisfies the equation: x²-y²=1 |
| hypergeometric distributionnoun | (probability theory, statistics) A discrete probability distribution that describes the probability of k "successes" in a sequence of n draws without replacement from a finite population. |
| regular functionnoun | (mathematics) a meromorphic function |
| hyperdegreenoun | (mathematics) The property of a number shared with another number with which it is hyperarithmetical. |
| algebraic functionnoun | (algebraic geometry) Informally, any function expressible using (only) the operations of addition, subtraction, multiplication, division and raising to a rational power; more precisely, any continuous function definable as the root of some polynomial equation. |
| inverse hyperbolic functionnoun | The inverse of a hyperbolic function |
| parabolic | (chiefly mathematics) Of, or pertaining to, or in the shape of a parabola or paraboloid. |
| hyperbolic polynomialnoun | (mathematics) A real, multivariate homogeneous polynomial p(x) is hyperbolic (in direction e) if p(x-te) = 0 has only real roots as a function of t. |
| natural functionnoun | (mathematics) An ordinary trigonometric function |
| harmonic functionnoun | (mathematics) A function of two, three or n variables which is a solution to any of Laplace's equations |
| hyperbolic geometrynoun | (geometry) A non-Euclidean geometry, that features the hyperbola as geodesic, and has constant negative curvature |
| hyperbolic sinenoun | (mathematics) A hyperbolic function that is the analogue of the sine function for hyperbolic spaces, taking in a hyperbolic angle as an argument and returning the y-coordinate for the corresponding point on the unit hyperbola. It is written in symbol sinh and can be represented as: sinh (x)= tfrac 1 2(eˣ-e⁻ˣ) |
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