Name
Affiliation
Papers
MATTHIAS K. GOBBERT
gobbert@math.umbc.edu
21
Collaborators
Citations 
PageRank 
30
31
10.72
Referers 
Referees 
References 
65
104
45
Search Limit
100104
Title
Citations
PageRank
Year
Performance Benchmarking Of Parallel Hyperparameter Tuning For Deep Learning Based Tornado Predictions00.342021
Performance Benchmarking Of Data Augmentation And Deep Learning For Tornado Prediction00.342019
Hybrid MPI+OpenMP parallelization of image reconstruction in proton beam therapy on multi-core and many-core processors.00.342018
Long-time simulations with complex code using multiple nodes of Intel Xeon Phi Knights Landing.00.342018
Calcium induced calcium release with stochastic uniform flux density in a heart cell00.342015
Calcium induced calcium release with stochastic uniform flux density in a heart cell00.342015
Long-time Simulation of Calcium Induced Calcium Release in a Heart Cell using the Finite Element Method on a Hybrid CPU/GPU Node00.342015
Throughput Studies on an InfiniBand Interconnect via All-to-All Communications00.342015
The optimal relaxation parameter for the SOR method applied to the Poisson equation in any space dimensions30.502009
Long-Time Simulations on High Resolution Meshes to Model Calcium Waves in a Heart Cell51.142008
Preparing Graduate Students for Interdisciplinary Careers00.342008
A Galerkin Method for the Simulation of the Transient 2-D/2-D and 3-D/3-D Linear Boltzmann Equation50.752007
A kinetic transport and reaction model and simulator for rarefied gas flow in the transition regime20.562006
Cluster computing for transient simulations of the linear boltzmann equation on irregular three-dimensional domains10.422005
Configuration and Performance of a Beowulf Cluster for Large-Scale Scientific Simulations50.792005
Coarse-grained parallel matrix-free solution of a three- dimensional elliptic prototype problem11.012003
A Homogenization Technique for the Boltzmann Equation for Low Pressure Chemical Vapor Deposition00.342003
Parallel Numerical Solution of the Boltzmann Equation for Atomic Layer Deposition (Research Note)10.422002
A Discontinuous Finite Element Method for Solving a Multiwell Problem30.571999
An Asymptotic Analysis for a Model of Chemical Vapor Deposition on a Microstructured Surface.50.861998
The Combination Of Equipment Scale And Feature Scale Models For Chemical Vapor Deposition Via A Homogenization Technique00.341998