Definition of HolonomicFunctions. Meaning of HolonomicFunctions. Synonyms of HolonomicFunctions

Here you will find one or more explanations in English for the word HolonomicFunctions. Also in the bottom left of the page several parts of wikipedia pages related to the word HolonomicFunctions and, of course, HolonomicFunctions synonyms and on the right images related to the word HolonomicFunctions.

Definition of HolonomicFunctions

No result for HolonomicFunctions. Showing similar results...

Meaning of HolonomicFunctions from wikipedia

- computing any entry in a holonomic sequence. Software for working with holonomic functions includes: The HolonomicFunctions [1] package for Mathematica...
- and time t {\displaystyle t\,\!} Holonomic module in the theory of D-modules Holonomic function, a smooth function that is a solution of a linear homogeneous...
- called holonomic functions. This class of functions is stable under sums, products, differentiation, integration, and contains many usual functions and special...
- have a holonomic generating function are equivalent. Holonomic functions are closed under the Hadamard product operation ⊙ on generating functions. The...
- elementary functions and special functions have a Taylor series whose coefficients satisfy such a recurrence relation (see holonomic function). Solving...
- special functions such as Airy function, error function, Bessel functions, and all hypergeometric functions. A fundamental property of holonomic functions is...
- operators. The strongest results are obtained for over-determined systems (holonomic systems), and on the characteristic variety cut out by the symbols, which...
- de Bruijn prize van der Hoeven, Joris (1999). "Fast evaluation of holonomic functions". Theoretical Computer Science. 210: 199–215. doi:10.1016/S0304-3975(98)00102-9...
- In classical mechanics, holonomic constraints are relations between the position variables (and possibly time) that can be expressed in the following...
- In mathematics and mathematical physics, a coordinate basis or holonomic basis for a differentiable manifold M is a set of basis vector fields {e1, ....