function representationの例文

• Using the characteristic function representation for the wrapped normal distribution in the left side of the integral:
• The characteristic function representation for the wrapped Cauchy distribution in the left side of the integral is:
• R-functions are used in computer graphics and geometric modeling in the context of implicit surfaces and the function representation.
• The two kinds of information have to be extracted on different occasions, because of the non-separability of the wave function representation.
• String 2 has no obvious simple description other than writing down the string itself, which has 64 characters, and it has no comparably efficient basis function representation.
• The system is based on a new mathematical framework for geometry, function representation ( FRep ), which provides a uniform method to model both surface geometry and internal composition simultaneously.
• By utilizing technologies such as Function representation ( FRep ) it becomes possible to compactly describe and understand the surface and internal structures or properties of an object at an infinite resolution.
• This RKHS function representation of message-passing updates therefore produces an efficient belief propagation algorithm in which the potentials are nonparametric functions inferred from the data so that arbitrary statistical relationships may be modeled.
• J鋑erMonkey operated very differently from other compilers in its class : while typical compilers worked by constructing and optimizing a control flow graph representing the function, J鋑erMonkey instead operated by iterating linearly forward through SpiderMonkey bytecode, the internal function representation.
• Commonly, methods for modeling complex distributions rely on parametric assumptions that may be unfounded or computationally challenging ( e . g . characteristic function representation ( via the Fourier transform of the distribution ) break down in high-dimensional settings.
• For instance, since polynomials-as-sequences are something we've abstracted from polynomials-as-functions to imitate them, isn't it a bit silly in some sense to force ourselves to prove functional properties using the sequence representation instead of falling back on the function representation whenever that's possible?