Let *TeX Embedding failed!*. It is known that the solutions of the functional equation

TeX Embedding failed! |

form an either zero- or one-dimensional subspace of the space of *...*

A Workshop on Computational and Analytical Mathematics - Video Recordings

Girgenshon, Roland

Let *TeX Embedding failed!*. It is known that the solutions of the functional equation

TeX Embedding failed! |

form an either zero- or one-dimensional subspace of the space of *...*

Orihuela, Jose

We propose a tour around the following:

\textbf{Theorem:} Let *TeX Embedding failed!* be a coercive, proper, convex and lower semicontinuous function on the real Banach space *TeX Embedding failed!*. They are equivalent:

\begin{enumerate}

\item *TeX Embedding failed...*

Straub, Armin

Generalized log-sine integrals have appeared in recent work on the epsilon-expansion of Feynman diagrams in physics; they have also proved useful in the study of certain multiple Mahler measures. We sketch these developments and present generating functions and identies which allow for an automatic and symbolic evaluation of log-sine integrals...

Lisonek, Petr

Kloosterman sums are exponential sums on finite fields

with important applications in Cryptography and Coding Theory.

Of particular interest are Kloosterman zeros, which are

field elements on which the Kloosterman sum attains the value 0.

For Kloosterman zeros in fields of characteristic 2, we study

relations among...

Monagan, Michael

We consider the problem of interpolating a sparse multivariate polynomial

*TeX Embedding failed!* of degree *TeX Embedding failed!* with *TeX Embedding failed!* non-zero terms over a ring.

Newton interpolation needs *TeX Embedding failed!* points to...

Arthemia is based on the original design by Michael Hutagalung.