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Reduced Variance Random Batch Methods for Nonlocal PDEs
Lorenzo Pareschi
, Mattia Zanella
Heriot-Watt University
University of Ferrara
University of Pavia
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Keyphrases
Nonlocal PDE
100%
Random Batch Method
100%
Reduced Variance
100%
Computational Cost
66%
Linear Cost
66%
Random Partitioning
66%
Order of Magnitude
33%
Surrogate Model
33%
Small Batch
33%
Particle Dynamics
33%
Particle Interactions
33%
Control Variates
33%
Variance Reduction
33%
Collective Behavior
33%
Fokker-Planck
33%
Mean Field Interacting Particle Systems
33%
Opinion Spreading
33%
Mathematics
Computational Cost
100%
Variance
100%
Time Step
100%
Partial Differential Equation
100%
Control Variate
50%
Interacting Particle Systems
50%
Variance Reduction Technique
50%
Engineering
Computational Cost
100%
Partial Differential Equation
100%
Surrogate Model
50%
Interacting Particle
50%
Particle Dynamic
50%
Fokker
50%