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Langevin diffusions on the torus: estimation and applications
Eduardo García-Portugués,
Michael Sørensen
, Kanti V. Mardia,
Thomas Hamelryck
Department of Mathematical Sciences
Computational and RNA Biology
1
Citation (Scopus)
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Dive into the research topics of 'Langevin diffusions on the torus: estimation and applications'. Together they form a unique fingerprint.
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Mathematics
Analogue
17%
Angle
44%
Approximation
13%
Backbone
34%
Continuous Time
22%
Directional Statistics
44%
Euler
22%
Fokker-Planck Equation
28%
G Protein
44%
Likelihood
92%
Likelihood Function
26%
Model
8%
Molecular Dynamics Simulation
41%
One Dimension
25%
Performance
15%
Pseudo-likelihood
34%
Simulation Study
18%
Software Package
30%
Stationary Distribution
53%
Stochastic Model
25%
Torus
85%
Transition Density
100%
Two Dimensions
23%
Business & Economics
Approximation
17%
Continuous Time
21%
Dynamic Simulation
26%
Estimation Method
21%
Fokker-Planck Equation
34%
Performance
8%
Protein
19%
Pseudo-likelihood
33%
Simulation Study
20%
Software
13%
Stationary Distribution
54%
Statistics
15%
Stochastic Model
22%