Hartmut Schwandt - researchr alias

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2015

Discrete Simulation of Pedestrian Dynamics on a Triangulated Ring StructureMinjie Chen, Günter Bärwolff, Hartmut Schwandt. iccsa 2015: 380-389 [doi]

A Deductive Model for Multi-lane Vehicular TrafficMinjie Chen, Hartmut Schwandt, Günter Bärwolff. itsc 2015: 900-905 [doi]

Moving Meshes to Fit Large Deformations Based on Centroidal Voronoi Tessellation (CVT)Witalij Wambold, Günter Bärwolff, Hartmut Schwandt. iccsa 2015: 313-328 [doi]

2014

3D Technologies for Museums in BerlinHartmut Schwandt, Joachim Weinhold. eva 2014: [doi]

2013

Modeling and Numerical Simulation of Multi-destination Pedestrian CrowdsGünter Bärwolff, Tobias Ahnert, Minjie Chen, Frank Huth, Matthias Plaue, Hartmut Schwandt. iccsa 2013: 91-106 [doi]

A Multiphase Convection-Diffusion Model for the Simulation of Interacting Pedestrian FlowsHartmut Schwandt, Frank Huth, Günter Bärwolff, Stefan Berres. iccsa 2013: 17-32 [doi]

2011

An adaptive finite-volume method for a model of two-phase pedestrian flowStefan Berres, Ricardo Ruiz-Baier, Hartmut Schwandt, Elmer M. Tory. nhm, 6(3):401-423, 2011. [doi]

Trajectory Extraction and Density Analysis of Intersecting Pedestrian Flows from Video RecordingsMatthias Plaue, Minjie Chen, Günter Bärwolff, Hartmut Schwandt. tapia 2011: 285-296 [doi]

2010

A study of step calculations in traffic cellular automaton modelsMinjie Chen, Günter Bärwolff, Hartmut Schwandt. itsc 2010: 747-752 [doi]

2007

Two-Stage Interval Krawczyk-Schwarz Methods with Applications to Nonlinear Parabolic PDEHartmut Schwandt. iccsa 2007: 285-297 [doi]

2001

Synchronous and Asynchronous Interval Newton-Schwarz Methods for a Class of Large Systems of Nonlinear EquationsHartmut Schwandt. rc, 7(4):281-306, 2001. [doi]

1997

A Unified Representation and Theory of Algebraic Additive Schwarz and Multisplitting MethodsAndreas Frommer, Hartmut Schwandt. siammax, 18(4):893-912, October 1997. [doi]

1996

A Parallel Domain Decomposition Algorithm for 3D Turbulence ModelingG. Baerwolff, Hartmut Schwandt. pdpta 1996: 44-55

1995

The Parallel Solution of Tridiagonal and Block Tridiagonal Systems of Equations by a Schur Complement MethodHartmut Schwandt. paapp, 6(2-3):207-227, 1995. [doi]

1987

An interval arithmetic method for the solution of nonlinear systems of equations on a vector computerHartmut Schwandt. pc, 4(3):323-337, 1987. [doi]

Interval Arithmetic Block Cyclic Reduction on Vector ComputersHartmut Schwandt. jpdc, 4(5):459-487, 1987.

Iterative methods for systems of equations with interval coefficients and linear formHartmut Schwandt. computing, 38(2):143-161, 1987. [doi]

1986

Multitasking Algorithms on CRAY Computers for Interval Arithmetic Newton-Like Methods for a Class of Systems of Nonlinear EquationsHartmut Schwandt. conpar 1986: 104-111

1985

Accelerating Krawczyk-like interval algorithms for the solution of nonlinear systems of equations by using second derivativesHartmut Schwandt. computing, 35(3-4):355-367, 1985. [doi]

1984

A symmetric iterative interval method for systems of nonlinear equationsHartmut Schwandt. computing, 33(2):153-164, 1984. [doi]

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