# connected

(0.001 seconds)

## 1—10 of 102 matching pages

##### 1: 8.23 Statistical Applications

###### §8.23 Statistical Applications

… ►The function ${\mathrm{B}}_{x}(a,b)$ and its normalization ${I}_{x}(a,b)$ play a similar role in statistics in connection with the beta distribution; see Johnson et al. (1995, pp. 210–275). …##### 2: 21.10 Methods of Computation

…
►
•

###### §21.10(ii) Riemann Theta Functions Associated with a Riemann Surface

… ►Deconinck and van Hoeij (2001). Here a plane algebraic curve representation of the Riemann surface is used.

##### 3: 28.27 Addition Theorems

…
►Addition theorems provide important connections between Mathieu functions with different parameters and in different coordinate systems.
…

##### 4: 36.14 Other Physical Applications

…
►Diffraction catastrophes describe the connection between ray optics and wave optics.
…
►Diffraction catastrophes describe the “semiclassical” connections between classical orbits and quantum wavefunctions, for integrable (non-chaotic) systems.
…

##### 5: 12.16 Mathematical Applications

…
►In Brazel et al. (1992) exponential asymptotics are considered in connection with an eigenvalue problem involving PCFs.
…

##### 6: 17.18 Methods of Computation

##### 7: 31.18 Methods of Computation

…
►Subsequently, the coefficients in the necessary connection formulas can be calculated numerically by matching the values of solutions and their derivatives at suitably chosen values of $z$; see Laĭ (1994) and Lay et al. (1998).
…

##### 8: Peter Paule

…
►Paule’s main research interests are computer algebra and algorithmic mathematics, together with connections to combinatorics, special functions, number theory, and other related fields.
…

##### 9: 13.27 Mathematical Applications

…
►Confluent hypergeometric functions are connected with representations of the group of third-order triangular matrices.
…

##### 10: Mark J. Ablowitz

…
►Widespread interest in Painlevé equations re-emerged in the 1970s and thereafter partially due to the connection with IST and integrable systems.
…