activity
20172026
most citedPure Measures, Density Measures and the Dual of L-infinity

3 citations · 3 across the 5 of their papers we have counts for

collaborators

8 papers

math.AP2026

Density measures and applications

Friedemann Schuricht

The paper, that continuous some previous work of Schönherr & Schuricht, treats density measures on that concentrate in any neighborhood of a Lebesgue null set. Such…

math.AP2026

Density Measures

Moritz Schönherr, Friedemann Schuricht

The paper treats density measures as typical examples of finitely additive measures in . We study their structure and derive basic properties. In addition, estimates…

math.OC2025

Semi-analytical Approach to Trajectory Optimization for Stacker Cranes Regarding Energy Saving

R. Zöllner, F. Schuricht, T. Schmidt +1

The aim of this study is to give insights into the trajectory optimization w.r.t. energy consumption and recuperation for stacker cranes in a high-bay warehouse. Based on an analyt…

math.NA2019

A nonsmooth nonconvex descent algorithm

Jan Mankau, Friedemann Schuricht

The paper presents a new descent algorithm for locally Lipschitz continuous functions . The selection of a descent direction at some iteration point combines…

math.OC2018

Gradients on Sets

Jan Mankau, Friedemann Schuricht

For a locally Lipschitz continuous function the generalized gradient of Clarke is used to develop some (set-valued) gradient on a set $A\subset X…

math.AP2017

A General Theorem of Gauß Using Pure Measures

Moritz Schönherr, Friedemann Schuricht

This paper shows that finitely additive measures occur naturally in very general Divergence Theorems. The main results are two such theorems. The first proves the existence of pure…