exponential

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Príklady exponential

  • The main point of difficulty lies in defining the exponentials.

  • Section 6.5) then the expansion in (4.2) is exact for a finite product of exponentials.

  • The formulae involve only vector additions, inner products and trigonometric functions (comparing favourably with previous formulae in ref. [16] using exponentials of skew-symmetric matrices).

  • We explicitly solve this boundary value problem, as an infinite sum of exponentials.

  • The above construction of map generalises to any category that has exponentials.

  • However, many of the toposes we shall be dealing with are exponentiable, so exponentials often exist.

  • In linear logic, contraction makes its way through the exponentials.

  • Although it is only a toy example, the next theorem is important: the same machinery could work mutatis mutandis in the case of exponentials.

  • A similar remark holds for unary s connectives (the exponentials '!' and '?').

  • The number of exponentials necessary for a good fit of the data was determined by visual inspection.

  • The exceptions are the exponentials of the eigenvalues.

  • Then, as the cartesian closed structure is also preserved, the construction of the exponentials in the slices coincides.

  • As a result, negation becomes involutive, whereas weakening and contraction become attributes of special connectives - exponentials.

  • We assume that the reader is familiar with the construction of exponentials in this category.

  • We also mention other work on models (either discrete or diffusion) that admit steady state distributions consisting of a finite or infinite sum of product form exponentials.

Význam exponential

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European

May 10, 2021

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Shimmer

May 10, 2021

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