Related papers: Weierstra{\ss}

Academic biography of Karl Weierstrass, his basic works, influence of his doctrine on the development of mathematics.

A short biography of Hans Bethe.

We give a short biographical sketch of Emmy Noether.

We throw a brief glance at Galois' life, on the occasion of his 200th anniversary (written in German).

In this very short and sketchy chapter, we draw some pictures on the arithmetic theory of $\mathbb{F}_1$.

This is a brief account of the life and work of G\"oran Lindblad.

We report on the life and work of F. Wiener, whom we confused with N. Wiener in a previous article.

In this lecture we give a brief introduction to Weierstrass points of curves and computational aspects of $q$-Weierstrass points on superelliptic curves.

An technically interesting proof of a known theorem.

We give a simple, direct proof of the easy fact about the Weierstrass Representation, namely, that it always gives a minimal surface. Most presentations include the much harder converse that every simply connected minimal surface is given…

We derive a correspondence between (Lorentzian) harmonic maps into the pseudosphere $S_1^2$, with appropriate regularity conditions, and certain connection 1-forms. To these harmonic maps, we associate a representation of type Weierstrass,…

The celebrated and famous Weierstrass approximation theorem characterizes the set of continuous functions on a compact interval via uniform approximation by algebraic polynomials. This theorem is the first significant result in…

We give a Weierstrass type representation for semi-discrete minimal surfaces in Euclidean 3-space. We then give explicit parametrizations of various smooth, semi-discrete and fully-discrete catenoids, determined from either variational or…

We provide a short proof of the intriguing characterisation of the convex order given by Wiesel and Zhang.

This a biographical essay about Edsger Wybe Dijkstra.

We discuss the scientific contributions of Edsger Wybe Dijkstra, his opinions and his legacy.

Expanded lecture notes. Preliminary version, comments are welcome.

Biographical essay at the occasion of the first death anniversary of Manfred Bonitz

We introduce the concept of protometric and present some properties of protometrics.

Remarks on the life and work of Paul Erdos.