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DR. NIKOLAS TAPIA
WIAS-SOFTWARE
ddfermi is an open-source software prototype which simulates drift diffusion processes in classical and organic semiconductors. Key features. finite volume discretization of the semiconductor equations (van Roosbroeck system) thermodynamically consistent Scharfetter-Gummel flux discretizationsDR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp.WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional drift DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
WIAS-BERLIN: HOLGER HEITSCH An enumerative formula for the spherical cap discrepancy, Journal of Computational and Applied Mathematics 390 (2021), appeared online.(Software link: Matlab code) M.H. Farshbaf-Shaker, M. Gugat, H. Heitsch and R. Henrion: Optimal Neumann boundary control of a vibrating string with uncertain initial data and probabilistic terminal constraints, SIAM Journal on Control and Optimization 58(2020
DFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. WIAS-SOFTWARESEE MORE ON WIAS-BERLIN.DE HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells.DR. NIKOLAS TAPIA
WIAS-SOFTWARE
ddfermi is an open-source software prototype which simulates drift diffusion processes in classical and organic semiconductors. Key features. finite volume discretization of the semiconductor equations (van Roosbroeck system) thermodynamically consistent Scharfetter-Gummel flux discretizationsDR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp.WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional drift DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
WIAS-BERLIN: HOLGER HEITSCH An enumerative formula for the spherical cap discrepancy, Journal of Computational and Applied Mathematics 390 (2021), appeared online.(Software link: Matlab code) M.H. Farshbaf-Shaker, M. Gugat, H. Heitsch and R. Henrion: Optimal Neumann boundary control of a vibrating string with uncertain initial data and probabilistic terminal constraints, SIAM Journal on Control and Optimization 58(2020
DFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
WIAS STAFF
Staff Only. About WIAS. Mission; Facts & Figures; Organizational Structure; Scientific Advisory BoardWIAS-SOFTWARE
ddfermi is an open-source software prototype which simulates drift diffusion processes in classical and organic semiconductors. Key features. finite volume discretization of the semiconductor equations (van Roosbroeck system) thermodynamically consistent Scharfetter-Gummel flux discretizationsCHRISTIAN BAYER
Christian Bayer - Personal Homepage. Address: WIAS Berlin, Mohrenstraße 39, 10117 Berlin. Office: Room 212, Phone: +49-30-20372-579, Fax: +49-30-20372-316, E-Mail: christian.bayer@wias-berlin.de CV: pdf I am working within the research group Stochastic Algorithms and Nonparametric Statistics at the Weierstraß Institute for Applied Analysis and Stochastics. ADVANCED PROBABILITY THEORY Chapter 1 Introduction 1.1 Motivation Let us start with the fundamental definition. Definition 1.1. A probability space is a measure space (;F;P) such that P TETGEN, VERSION 1.5, USER'S MANUAL TetGen, Version 1.5, User’s Manual Also available as WIAS TechnicalReport No. 13, 2013
VLADIMIR SPOKOINY
Vladimir Spokoiny. Head of the research group "Stochastic Algorithms and Nonparametric Statistics" of the Weierstrass Institute for Applied Analysis and Stochastics. Professor at the Departments of Mathematics and Economics of the Humboldt University of Berlin. Member of interdisciplinary center C.A.S.E. at the HU Berlin. TETGEN: FILE FORMATS A graphic program, TetView, created specificially for viewing the input and output files of TetGen is also available.It has many features for viewing and analysing piecewise linear complexes and meshes. Furthermore, it outputs high quality frame dump of the screenimages in
FINITE DIFFERENCE METHODS Chapter 3 Finite Difference Methods 3.1 Notations Remark 3.1 Idea. The basic idea of finite difference methods consists in approxi-mating the derivatives of a differential equation with CHAPTER 2 FINITE DIFFERENCE METHODS FOR ELLIPTIC EQUATIONS Chapter 2 Finite Difference Methods for Elliptic Equations Remark 2.1. Model problem. The model problem in this chapter is the Poisson equation with Dirichlet boundary conditions WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells. WIAS-SOFTWARESEE MORE ON WIAS-BERLIN.DEWILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional drift DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
ADVANCED PROBABILITY THEORY Chapter 1 Introduction 1.1 Motivation Let us start with the fundamental definition. Definition 1.1. A probability space is a measure space (;F;P) such that P THE SMAGORINSKY TURBULENCE MODEL 1 Introduction Marco R osler 1 Introduction 1.1 Overview Section 1 gives a short introduction to turbulent ows. Subsection 1.5 ex-plains the di culties in the simulation of turbulentDFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells. WIAS-SOFTWARESEE MORE ON WIAS-BERLIN.DEWILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional drift DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
ADVANCED PROBABILITY THEORY Chapter 1 Introduction 1.1 Motivation Let us start with the fundamental definition. Definition 1.1. A probability space is a measure space (;F;P) such that P THE SMAGORINSKY TURBULENCE MODEL 1 Introduction Marco R osler 1 Introduction 1.1 Overview Section 1 gives a short introduction to turbulent ows. Subsection 1.5 ex-plains the di culties in the simulation of turbulentDFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. PLUS - WIAS-BERLIN.DE Overview. High-power broad area semiconductor lasers operated in a pulsed regime can be used as the light sources in various sensor systems. Thus, modeling, analysis, and optimization simulations of broad area semiconductor lasers can be very useful when developing a new generation of the sensor systems.TETGEN: FEATURES
Detect self-intersecting facets. The inputs of TetGen are called piecewise linear complexes (PLCs). The definition of PLCs requires that they must be closed under taking intersections, that is two segments only can intersect at a shared point, two facets are either completely disjointed or intersecting only at shared segments orvertices, etc.
WIAS-SOFTWARE
Staff Only. About WIAS. Mission; Facts & Figures; Organizational Structure; Scientific Advisory Board DATA-DRIVEN OPTIMIZATION AND CONTROL Projects. Shown are all currently funded projects. A list of completed projects (since 2008) can be found here.DR. NIKOLAS TAPIA
Dr. Nikolas E. Tapia M. Address: Mohrenstraße 39, 10117 Berlin, Germany. Office: Hausvogteiplatz 11, room 0.02 Telephone: +49 30 20372-448. e-mail: tapia (at) wias (dash) berlin (dot) de.; Here is my PGP public key. Fingerprint: FE8B 40EE 4D7F 15B9 A067 639F 7FDB 7AF51850 35FC My CV.
DATA-DRIVEN OPTIMIZATION AND CONTROL The group contributes to the following application oriented researchtopics of WIAS:
DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
WIAS STAFF
Seat of the Secretariat of the International Mathematical Union. Seat of the office of the Deutsche Mathematiker-Vereinigung. Certified by audit berufundfamilie NUMERICAL MATHEMATICS III, Lehre (aktuelle Veranstaltungen), teaching (current course) Numerical Mathematics 3 (Summer 2021) Topic . Numerical Methods for Partial Differential Equations DATA-DRIVEN OPTIMIZATION AND CONTROL Die Abfrage führte zu keinem Eintrag für die ausgewählten Kriterien. Bitte bspw. das Zeitfenster ändern und neue Suche starten. HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells. WIAS-SOFTWARESEE MORE ON WIAS-BERLIN.DEDR. NIKOLAS TAPIA
WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional driftDR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp. DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
ALEXANDERLINKE
A pressure-robust discretization of Oseen's equation using stabilization in the vorticity equation. N. Ahmed, G. Barrenechea, E. Burman, J. Guzmán, A. Linke, C. Merdon ADVANCED PROBABILITY THEORY Chapter 1 Introduction 1.1 Motivation Let us start with the fundamental definition. Definition 1.1. A probability space is a measure space (;F;P) such that PDFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells. WIAS-SOFTWARESEE MORE ON WIAS-BERLIN.DEDR. NIKOLAS TAPIA
WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional driftDR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp. DETRI2 - WEIERSTRASS INSTITUTE Introduction Detri2 is a C++ program for generating (weighted) Delaunay triangulations for (weighted) point sets in 2d. It also generates constrained Delaunay triangulations and good-quality triangular meshes for arbitrary polygonal domains in 2d.DR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
ALEXANDERLINKE
A pressure-robust discretization of Oseen's equation using stabilization in the vorticity equation. N. Ahmed, G. Barrenechea, E. Burman, J. Guzmán, A. Linke, C. Merdon ADVANCED PROBABILITY THEORY Chapter 1 Introduction 1.1 Motivation Let us start with the fundamental definition. Definition 1.1. A probability space is a measure space (;F;P) such that PDFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
PLUS - WIAS-BERLIN.DE Overview. High-power broad area semiconductor lasers operated in a pulsed regime can be used as the light sources in various sensor systems. Thus, modeling, analysis, and optimization simulations of broad area semiconductor lasers can be very useful when developing a new generation of the sensor systems. DATA-DRIVEN OPTIMIZATION AND CONTROL The group contributes to the following mathematical research topics of WIAS: Flexible Research Platform. Modeling, Analysis, and Scaling Limits for Bulk-Interface Processes DATA-DRIVEN OPTIMIZATION AND CONTROL Projects. Shown are all currently funded projects. A list of completed projects (since 2008) can be found here.WIAS-SOFTWARE
Staff Only. About WIAS. Mission; Facts & Figures; Organizational Structure; Scientific Advisory Board TETGEN: FILE FORMATS A graphic program, TetView, created specificially for viewing the input and output files of TetGen is also available.It has many features for viewing and analysing piecewise linear complexes and meshes. Furthermore, it outputs high quality frame dump of the screenimages in
DATA-DRIVEN OPTIMIZATION AND CONTROL Die Abfrage führte zu keinem Eintrag für die ausgewählten Kriterien. Bitte bspw. das Zeitfenster ändern und neue Suche starten.VLADIMIR SPOKOINY
Vladimir Spokoiny. Head of the research group "Stochastic Algorithms and Nonparametric Statistics" of the Weierstrass Institute for Applied Analysis and Stochastics. Professor at the Departments of Mathematics and Economics of the Humboldt University of Berlin. Member of interdisciplinary center C.A.S.E. at the HU Berlin. TETGEN, VERSION 1.5, USER'S MANUAL TetGen, Version 1.5, User’s Manual Also available as WIAS TechnicalReport No. 13, 2013
WIAS PUBLICATIONS LIST : ZHU, JIA-JIE Seat of the Secretariat of the International Mathematical Union. Seat of the office of the Deutsche Mathematiker-Vereinigung. Certified by audit berufundfamilie WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
TETVIEW: A TETRAHEDRAL MESH AND PIECEWISE LINEAR COMPLEX TetView is a small graphic program for viewing tetrahedral meshes and piecewise linear complexes.It is created sepcifically for viewing and analyzing the input and output files of TetGen.However, it has the general features for viewing geometry objects and triangular andtetrahedral meshes.
DR. NIKOLAS TAPIA
CHRISTIAN BAYER
HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells.WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional driftDR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
DR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp. PROF. DR. JÜRGEN SPREKELS Phone: +49 30 20372-528: Secretary: +49 30 20372-587: Fax: +49 30 20372-300: E-mail: Institut für Mathematik Humboldt-Universität zuBerlin
DFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. WEIERSTRASS INSTITUTE The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration ofuncertainties
TETVIEW: A TETRAHEDRAL MESH AND PIECEWISE LINEAR COMPLEX TetView is a small graphic program for viewing tetrahedral meshes and piecewise linear complexes.It is created sepcifically for viewing and analyzing the input and output files of TetGen.However, it has the general features for viewing geometry objects and triangular andtetrahedral meshes.
DR. NIKOLAS TAPIA
CHRISTIAN BAYER
HANG SI (斯杭)'S HOME PAGE Welcome to Hang Si (斯杭)'s homepage! I'm a scientific staff member of the Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in the research group of Numerical Mathematics and Scientific Computing.. I work in the field of automatic mesh generation, which is a topic about how to partition a geometric domain into a set of simple (non-overlapping) cells.WILLEM VAN ZUIJLEN
Curriculum Vitae CV May 2021 Publications and preprints. W. König, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the two-dimensional parabolic Anderson model with white-noise potential N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional driftDR. BENEDIKT JAHNEL
Stochastic geometry for telecommunications; with C. Hirsch, E. Cali: Percolation and connection times in multi-scale dynamic networks Preprint available at arXiv:2103.03171; with A. Tóbiás: Absence of percolation in graphs based on stationary point processes with degreesbounded by two
DR. MARTIN HEIDA
Since May 2015: Member of the research group Partial Differential Equations at the Weierstrass Institute.: Oct 2011-April 2015: PostDoc at TU Dortmund in the Group of Ben Schweizer: June 2008 - Sep. 2011: Fellow of IWR Graduiertenkolleg and HGS Mathcomp. PROF. DR. JÜRGEN SPREKELS Phone: +49 30 20372-528: Secretary: +49 30 20372-587: Fax: +49 30 20372-300: E-mail: Institut für Mathematik Humboldt-Universität zuBerlin
DFG SPP 2265
St Petersburg, Russia, Jul 17-22, 2022 The workshop focuses on the analysis of models coming from an interplay between randomness and geometry, as for instance branching Brownian motion, branching random walks, random point processes, random polytopes, zeros of random polynomials, random networks and geometric random graphs. PLUS - WIAS-BERLIN.DE Overview. High-power broad area semiconductor lasers operated in a pulsed regime can be used as the light sources in various sensor systems. Thus, modeling, analysis, and optimization simulations of broad area semiconductor lasers can be very useful when developing a new generation of the sensor systems. DATA-DRIVEN OPTIMIZATION AND CONTROL Projects. Shown are all currently funded projects. A list of completed projects (since 2008) can be found here.WIAS STAFF
Seat of the Secretariat of the International Mathematical Union. Seat of the office of the Deutsche Mathematiker-Vereinigung. Certified by audit berufundfamilieWIAS-SOFTWARE
Staff Only. About WIAS. Mission; Facts & Figures; Organizational Structure; Scientific Advisory BoardTETGEN: FEATURES
Detect self-intersecting facets. The inputs of TetGen are called piecewise linear complexes (PLCs). The definition of PLCs requires that they must be closed under taking intersections, that is two segments only can intersect at a shared point, two facets are either completely disjointed or intersecting only at shared segments orvertices, etc.
CHRISTIAN BAYER
Christian Bayer - Personal Homepage. Address: WIAS Berlin, Mohrenstraße 39, 10117 Berlin. Office: Room 212, Phone: +49-30-20372-579, Fax: +49-30-20372-316, E-Mail: christian.bayer@wias-berlin.de CV: pdf I am working within the research group Stochastic Algorithms and Nonparametric Statistics at the Weierstraß Institute for Applied Analysis and Stochastics. RDESIGN - WEIERSTRASS INSTITUTE Goal. The rDesign spin-off project aimed for commercialize innovative research results on stochastic topology optimization. Whereas currently available software solutions use deterministic topology optimization, the stochastic approach of rDesign takes real variability of material properties and load patterns into account when optimizing engineering components and products. PROF. DR. JÜRGEN SPREKELS Phone: +49 30 20372-528: Secretary: +49 30 20372-587: Fax: +49 30 20372-300: E-mail: Institut für Mathematik Humboldt-Universität zuBerlin
WIAS PUBLICATIONS LIST : ZHU, JIA-JIE Seat of the Secretariat of the International Mathematical Union. Seat of the office of the Deutsche Mathematiker-Vereinigung. Certified by audit berufundfamilie DATA-DRIVEN OPTIMIZATION AND CONTROL Die Gruppe arbeitet zu den folgenden mathematischen Forschungsthemen des WIAS: Flexible Forschungsplattform. Modellierung, Analysis und Skalenübergänge von* Home
* About WIAS ____
* Mission
* Facts & Figures
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* Good Scientific Practice ____* Overview
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* Female Master Students Program * Apprenticeship Training* WIAS History ____
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* Main Areas of Application ____ * Conversion, Storage and Distribution of Energy * Flow and Transport * Materials Modeling * Nano- and Optoelectronics * Optimization and Control in Technology and Economy * Quantitative Biomedicine * Research Groups ____ * Partial Differential Equations* Laser Dynamics
* Numerical Mathematics and Scientific Computing * Nonlinear Optimization and Inverse Problems * Interacting Random Systems * Stochastic Algorithms and Nonparametric Statistics * Thermodynamic Modeling and Analysis of Phase Transitions * Nonsmooth Variational Problems and Operator Equations * Flexible Research Platform ____ * Modeling, Analysis, and Scaling Limits for Bulk-InterfaceProcesses
* Data-driven Optimization and Control * Quantitative Analysis of Stochastic and Rough Systems * Numerical Methods for Innovative Semiconductor Devices * Probabilistic Methods for Dynamic Communication Networks* _Former Groups_
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* Staff Only
Staff Only
__
* About WIAS
* Mission
* Facts & Figures
* Organizational Structure * Scientific Advisory Board* IMU Secretariat
* Good Scientific Practice* Overview
* Ombudsperson Services * Security-related Research * Leadership Principles* Equal Opportunity
* Gender Equality
* Family and Work
* Female Master Students Program * Apprenticeship Training* WIAS History
* Forerunner Institutions* WIAS (from 1992)
* Karl Weierstrass
* Curriculum Vitae
* Literature
* Commemorative Event Weierstrass 200 * Colleagues, Friends* The Lost Portrait
* Gravesite
* Links
* Location & Primary Contacts * Information for Visitors* Location
* How to get to?
* People & Units
* Staff
* Research Fellows
* Guests
* Nonresident Members* Director's Office
* Administration
* Library
* Computing Department* Research
* Research Overview
* Main Areas of Application * Conversion, Storage and Distribution of Energy * Flow and Transport * Materials Modeling * Nano- and Optoelectronics * Optimization and Control in Technology and Economy * Quantitative Biomedicine* Research Groups
* Partial Differential Equations* Laser Dynamics
* Numerical Mathematics and Scientific Computing * Nonlinear Optimization and Inverse Problems * Interacting Random Systems * Stochastic Algorithms and Nonparametric Statistics * Thermodynamic Modeling and Analysis of Phase Transitions * Nonsmooth Variational Problems and Operator Equations * Flexible Research Platform * Modeling, Analysis, and Scaling Limits for Bulk-InterfaceProcesses
* Data-driven Optimization and Control * Quantitative Analysis of Stochastic and Rough Systems * Numerical Methods for Innovative Semiconductor Devices * Probabilistic Methods for Dynamic Communication Networks* _Former Groups_
* Research Topics
* Funded Projects
* Leibniz Network MMS* Background
* MMS@Leibniz
* Events
* MMS Seed Money Grants* Network Partners
* Cooperations
*
* Software & Transfer * Knowledge Transfer* WIAS-Software
* Cooperation and Consulting* Overview
* Approach
* Case Studies
* Technology Offers
* Spin-offs
* Commercialization through spin-offs* m4sim
* rDesign
* Publications
* Refereed Publications* WIAS-Publications
* External Preprints* Theses
* Events & Jobs
* Events
* Institute's Colloquium* Research Seminars
* Workshops
* Teaching
* Weekly Program
* Mathematical Calendar Berlin/Potsdam * Female Master Students Program* Job Offers
WEIERSTRASS INSTITUTE FOR APPLIED ANALYSIS AND STOCHASTICS - Mathematical Solutions for Complex Problems -Mathematical Solutions for Complex Problems - from an Institute of the Leibniz Association* DE |
* EN
FOR INFECTION PREVENTION REASONS, THE INSTITUTE IS CURRENTLY ONLY ACCESSIBLE TO VISITORS IN VERY EXCEPTIONAL CASES AND BY PRIOR ARRANGEMENT. A LARGE NUMBER OF SCIENTIFIC EVENTS ARE MEANWHILE TAKING PLACE ONLINE, TO WHICH ALSO INTERESTED PARTIES FROM OUTSIDE ARE VERYWELCOME. »
MISSION
The project-oriented research at the Weierstrass Institute is characterized by combining the mathematical disciplines of analysis, stochastics and numerics. This combination has great potential for solving complex applied problems such as the reliable extraction of information from large datasets or the suitable consideration of uncertainties in describing processes. In this way, the institute aids in solving current societal challenges.more
RESEARCH
The institute dedicates itself to fundamental mathematical research as well as the development of algorithms and scientific software. During the problem-solving process, mathematical models of physical and technological systems are designed that properly capture observed phenomena, thereby providing access to highly developed mathematical analysis. At WIAS the phases of the solving process are repeated and coordinated until an optimal solution is found.more
SERVICE TO THE COMMUNITY Secretariat of the International Mathematical Union (IMU) » Office of the German Mathematical Society (DMV) » Leibniz Network "Mathematical Modeling and Simulation" »more
MATHEMATICAL CORE AREAS The WIAS is organised in eight Research Groups specializing in different mathematical techniques and methods. Additional temporary teams are created within a Flexible Research Platform as the need arises. The core areas of mathematical research are the analysis and numerics of partial differential equations, and stochastics.more
MAIN AREAS OF APPLICATION Research at WIAS focuses on the following application areas * Conversion, Storage and Distribution of Energy * Flow and Transport * Materials Modeling * Nano- and Optoelectronics * Optimization and Control in Technology and Economy * Quantitative Biomedicinemore
COOPERATION AND CONSULTING Modern applied mathematical methods are a fundamental resource and driving force for technological and economic development around the world. The rapid development of computer technology and mathematically based numerical methods are making it possible to numerically simulate ever more complex engineering, medical, economic and environmentalproblems.
At the WIAS excellent fundamental research is combined with years of experience in cooperating successfully with partners in the widest possible mix of application fields. The institute is therefore a recognized expert in the solution of complex economic, scientific, and technical problems by means of mathematical modeling and numericalsimulation.
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https://www.wias-berlin.de/transfer/movies/WIAS_MASTER_EN_EN.mp4.NEWS
WIAS ONLINE CONTRIBUTION TO THE _LONG NIGHT OF THE SCIENCES_. Wolfgang König talks about Infinity in Probability Theory at the Berlin-Potsdam _Long Night of the Sciences 2021_ (June 5, 2021,20:30-21:15).
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LAUNCH OF NEW EINSTEIN RESEARCH UNIT ON QUANTUM COMPUTING WIAS with contributions to “Variational Quantum Computing” involved in new granted Einstein Research Unit “Perspectives of a quantum digital transformation: Near-term quantum computational devices and quantum processors”more
news archive
EVENTS
Tuesday, 08.06.2021, 15.15 (Online Event) Oberseminar Nonlinear Dynamics Ch. Zheng, MPI for Physics of Complex Systems, Dresden: Transition to synchrony in the three-dimensional Noisy Kuramoto modelfurther events
JOBS
RESEARCH ASSISTANT (F/M/D) (21/12) Thermodynamic Modeling and Analysis of Phase Transitions, Mathematical modeling of gelation on biopolymer solutions RESEARCH TRAINING GROUP _DIFFERENTIAL EQUATION- AND DATA-DRIVEN MODELS IN LIFE SCIENCES AND FLUID DYNAMICS_ (in cooperation with Technische Universität Berlin) ------------------------- * Member of the Leibniz Association * Part of the Forschungsverbund Berlin e.V. * Seat of the Secretariat of the International Mathematical Union * Seat of the office of the Deutsche Mathematiker-Vereinigung * Certified by audit berufundfamilieABOUT WIAS
* Mission
* Facts & Figures
* Organizational Structure * Scientific Advisory Board* IMU Secretariat
* Good Scientific Practice* Equal Opportunity
* Apprenticeship Training* WIAS History
* Karl Weierstrass
* Location & Primary Contacts * Information for VisitorsPEOPLE & UNITS
* Staff
* Research Fellows
* Guests
* Nonresident Members* Director's Office
* Administration
* Library
* Computing DepartmentRESEARCH
* Research Overview
* Main Areas of Application* Research Groups
* Flexible Research Platform* Research Topics
* Funded Projects
* Leibniz Network MMSSOFTWARE & TRANSFER
* Knowledge Transfer* WIAS-Software
* Cooperation and Consulting* Spin-offs
PUBLICATIONS
* Refereed Publications* WIAS-Publications
* External Preprints* Theses
EVENTS & JOBS
* Events
* Institute's Colloquium* Research Seminars
* Workshops
* Teaching
* Weekly Program
* Mathematical Calendar Berlin/Potsdam * Female Master Students Program* Job Offers
SERVICE
* Direktorat
* Verwaltung
* IMU-Sekretariat
* Bibliothek
* Rechentechnik
Weierstraß-Institut für angewandte Analysis und Stochastik Mohrenstr. 39 · 10117 Berlin contact-PleaseRemoveThisText-@wias-berlin.deTel 030 20372-0
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Fax 030 20372-303
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