💡 Words with a Similar Meaning to "Triharmonic"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| biharmonic | (mathematics) Describing a class of fourth-order partial differential equations which arises in areas of continuum mechanics |
| polyharmonic | (mathematics) Consisting of multiple harmonics |
| plurisubharmonic | (mathematics) Describing a generalization of subharmonic functions |
| pluriharmonic | (mathematics) Locally the real part of a holomorphic function of several complex variables. |
| arithmetico-harmonic | (mathematics) Relating to both arithmetic and harmonic progressions. |
| equianharmonicnoun | (mathematics) equally anharmonic; specifically, whose anharmonic ratio is a cube root of unity |
| trinominalnoun | (mathematics) trinomial |
| paradifferential | (mathematics) Describing an extension of differential calculus that deals with nonlinear hyperbolic and similar functions. |
| hypersingularnoun | (mathematics) Of an integral equation: containing Hadamard finite part integrals with f(t) unknown. |
| multihomogenous | (mathematics) Pertaining to a sum of terms whose monomials all have the same multidegree |
| multiderivative | (mathematics) Having or employing multiple derivatives |
| tricubic | (mathematics) Involving three cubic forms |
| bihamiltonian | (mathematics) Describing any system that may be described by a pair of hamiltonian structures |
| hypertoric | (mathematics) Relating to a hypertorus |
| multidifferential | (mathematics) Pertaining to any of various constructions based on multiple differential equations or operators. |
| hyperholomorphic | (mathematics) hyperbolic and holomorphic |
| ultraelliptic | (mathematics) Being or relating to a kind of hyperelliptic line integral involving a polynomial of degree 5 or 6. |
| hypermeromorphic | (mathematics) hyper-order meromorphic |
| superhomogeneous | — |
| ultraholomorphic | (mathematics) Holomorphic and such that all derivatives are uniformly bounded by a constant multiple of the argument that can be associated with the order of the derivative. |
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