TY - BOOK ID - 103610696 TI - German Success Stories in Industrial Mathematics PY - 2021 SN - 3030814548 3030814556 PB - Cham : Springer International Publishing : Imprint: Springer, DB - UniCat KW - Business mathematics. KW - Arithmetic, Commercial KW - Business KW - Business arithmetic KW - Business math KW - Commercial arithmetic KW - Finance KW - Mathematics KW - Matemàtica financera KW - Alemanya KW - Aritmètica comercial KW - Matemàtica comercial KW - Comerç KW - Comptabilitat KW - Matemàtica actuarial KW - Bundesrepublik Deutschland KW - Deutschland KW - Europa occidental KW - Països de la Unió Europea KW - Països de parla alemanya KW - Baden-Württemberg (Alemanya) KW - Baixa Saxònia (Alemanya) KW - Baviera (Alemanya) KW - Berlín (Alemanya) KW - Brandenburg (Alemanya) KW - Bremen (Alemanya) KW - Hamburg (Alemanya) KW - Hessen (Alemanya) KW - Rin del Nord-Westfàlia (Alemanya) KW - Saarland (Alemanya) KW - Alemanya (República Democràtica) KW - Alemanya (República Federal) KW - Germània KW - Sacre Imperi Romanogermànic KW - Computer software. KW - Mathematical models. KW - Mathematical optimization. KW - Discrete mathematics. KW - Computational Science and Engineering. KW - Mathematical Software. KW - Mathematical Modeling and Industrial Mathematics. KW - Optimization. KW - Discrete Mathematics. KW - Data processing. KW - Discrete mathematical structures KW - Mathematical structures, Discrete KW - Structures, Discrete mathematical KW - Numerical analysis KW - Optimization (Mathematics) KW - Optimization techniques KW - Optimization theory KW - Systems optimization KW - Mathematical analysis KW - Maxima and minima KW - Operations research KW - Simulation methods KW - System analysis KW - Models, Mathematical KW - Software, Computer KW - Computer systems UR - https://www.unicat.be/uniCat?func=search&query=sysid:103610696 AB - This book should illustrate the impact of collaborations between mathematics and industry. It is both an initiative of and coordinated by the German Committee for Mathematical Modeling, Simulation and Optimization (KoMSO). This publication aims at comparing the state of the art at the intersection of mathematics and industry, as well as the demands for future development of science and technology in Germany and beyond. Each contribution addresses the importance of mathematics in innovation by means of introducing a successful cooperation with an industrial partner in order to display the wide range of industrial sectors where the use of mathematics is the crucial factor for success, but also show the variety of mathematical areas involved in these activities. The success stories introduced in this volume will be supplemented by appropriate illustrations. It is the goal of this publication to highlight cooperation between mathematics and industry as a two-way technology and knowledge transfer, providing industry with solutions and mathematics with new research topics and inspiring new methodologies. ER -