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Joint Structures and Common Foundations of Statistical Physic Information Geometry and Inference for Learning (SPIGL'20)

Figure 44 Joint Structures and Common Foundations of Statistical Physic Information Geometry and Inference for Learning (SPIGL'20)

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de Saxcé, G. Euler-Poincaré equation for Lie groups with non null symplectic cohomology. Application to the mechanics. In GSI 2019. LNCS; Nielsen, F., Barbaresco, F., Eds.; Springer: Berlin, Germany, 2019; Volume 11712
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Figure 9: The von-Mises Fisher density on S? with mean direction x = (0,0,1) and « = 0.1.
Figure 9: The von-Mises Fisher density on S? with mean direction x = (0,0,1) and « = 0.1.
http:/Awww.jmsouriau.com/structure des systemes dynamiques.ht http://www.springer.com/us/book/9780817636951
http:/Awww.jmsouriau.com/structure des systemes dynamiques.ht http://www.springer.com/us/book/9780817636951
Joint Structures and Common Foundations of Statistical Physics, Information Geometry and Inference for Learning (SPIGL'20)
Joint Structures and Common Foundations of Statistical Physics, Information Geometry and Inference for Learning (SPIGL'20)
http://www.jmsouriau.com/structure des systemes dynamiques.htm
http://www.jmsouriau.com/structure des systemes dynamiques.htm
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
> the behaviour of a gas made of point particles of various masses in a centrifuge rotating at a constant angular velocity (the heavier particles concentrate farther from the rotation axis than the lighter ones) so D/th-3]5
> the behaviour of a gas made of point particles of various masses in a centrifuge rotating at a constant angular velocity (the heavier particles concentrate farther from the rotation axis than the lighter ones) so D/th-3]5
Equilibrium condition: The generalized Gibbs states of the full SU(,1) group do not exist. However generalized Gibbs states for the one-parameter subgroups exp(aB), Be Ay the SU(,1) group do exist.
Equilibrium condition: The generalized Gibbs states of the full SU(,1) group do not exist. However generalized Gibbs states for the one-parameter subgroups exp(aB), Be Ay the SU(,1) group do exist.
SOURIAU Cocycle Computation
SOURIAU Cocycle Computation
http://www.jmsouriau.com/structure des systemes dynamiques.htm
http://www.jmsouriau.com/structure des systemes dynamiques.htm
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
Joint Structures and Common Foundations of Statistical Physic: Information Geometry and Inference for Learning (SPIGL'20)
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Artificial IntelligenceMachine LearningStatistical PhysicsInformation Geometry
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