Hans-Peter Schultze, a great paleoichthyologist for whom work is synonymous with enjoyment

Numerical Work of Hans F .

In this talk we will survey several papers (listed below) by Hans Weinberger dealing with numerical and approximation issues. We have divided them into three categories: (i) approximation of eigenvalues; (ii) approximation theory issues; and (iii) error bounds for iterative methods for matrix inversion. The seven papers listed are only a small part of Hans’ work—but they were very influential. ...

team . Who Should Work with Whom ?

These studies, exploring the effects of personality on team productivity, had a limited focus by considering only one or two teams, or examining one or two personality dimensions. While the previous studies are insightful, they only establish the foundation for further study [10]. Moreover, previous studies were conducted on large software teams; the results of these studies are not generalizab...

Good people with whom to work.

JALDA's Interview with Peter Mühlhäusler

Peter Mühlhäusler is the Foundation Professor of Linguistics at the University of Adelaide, and Supernumerary Fellow of Linacre College, Oxford. He has taught at the Technical University of Berlin and in the University of Oxford. He is an active researcher in several areas of linguistics, including ecolinguistics, language planning, and language policy and language contact in the Australian-Pac...

The Construction of Finer Compact Topologies (extended Abstract of Talk Presented at the Dagstuhl Seminar 04351) Hans-peter A. Künzi (joint Work with Dominic Van Der Zypen)

Definition 1 (compare [2,5,8]) A topological space is called a KC-space provided that each compact set is closed. A topological space is called a U S-space provided that each convergent sequence has a unique limit. Remark 1 Each Hausdorff space (= T 2-space) is a KC-space, each KC-space is a U S-space and each U S-space is a T 1-space (that is, singletons are closed); and no converse implicatio...