Pages that link to "Item:Q1325129"
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The following pages link to Gradient systems associated with probability distributions (Q1325129):
Displaying 20 items.
- Completely integrable gradient systems on the manifolds of Gaussian and multinomial distributions (Q689913) (← links)
- Holonomic gradient descent and its application to the Fisher-Bingham integral (Q719344) (← links)
- Lax-type equation unifying gradient systems in quantum and classical statistical models (Q871971) (← links)
- Neurodynamics and nonlinear integrable systems of Lax type (Q1325128) (← links)
- Gradient systems in view of information geometry (Q1343026) (← links)
- On explicit solvable gradient systems of Moser-Karmarkar type (Q1353807) (← links)
- Yokes and symplectic structures (Q1372398) (← links)
- Statistics, yokes and symplectic geometry (Q1383412) (← links)
- A gradient theory of internal variables (Q1817194) (← links)
- An eikonal equation approach to thermodynamics and the gradient flows in information geometry (Q2067465) (← links)
- Information geometry and Hamiltonian systems on Lie groups (Q2117860) (← links)
- Koszul information geometry, Liouville-Mineur integrable systems and Moser isospectral deformation method for Hermitian positive-definite matrices (Q2117870) (← links)
- Gradient of the log-likelihood ratio for infinite-dimensional stochastic systems (Q2730244) (← links)
- Contact geometric descriptions of vector fields on dually flat spaces and their applications in electric circuit models and nonequilibrium statistical mechanics (Q2832723) (← links)
- SYMPLECTIC STRUCTURES ON STATISTICAL MANIFOLDS (Q3173416) (← links)
- Maps on statistical manifolds exactly reduced from the Perron-Frobenius equations for solvable chaotic maps (Q4635285) (← links)
- Diffusion equations from master equations—A discrete geometric approach (Q5141143) (← links)
- Contact Hamiltonian Systems for Probability Distribution Functions and Expectation Variables: A Study Based on a Class of Master Equations (Q5153514) (← links)
- Weyl geometric approach to the gradient-flow equations in information geometry (Q6174563) (← links)
- On the complete integrability of gradient systems on manifold of the beta family of the first kind (Q6558544) (← links)
