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Titlebook: Geometric Methods in Physics XXXV; Workshop and Summer Piotr Kielanowski,Anatol Odzijewicz,Emma Previato Conference proceedings 2018 Sprin

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Auro C. Raduan,Nicolau D. F. Gualdadifferential operators and give a classification of them in the pseudo-Riemannian setting where both . and . are of constant sectional curvature, illustrated by the examples of anti-de Sitter spaces and hyperbolic spaces.
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Conformal Symmetry Breaking Operators for Anti-de Sitter Spacesdifferential operators and give a classification of them in the pseudo-Riemannian setting where both . and . are of constant sectional curvature, illustrated by the examples of anti-de Sitter spaces and hyperbolic spaces.
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Particle Kinetics: Force and Acceleration,homeomorphic to S.. Hence by Moser’s method it is symplectomorphic to a copy of S. whose symplectic volume equals that of the triple reduced product..We outline a method to find a Hamiltonian function on this S. (with its non-standard symplectic form) which is the moment map for a circle action. In
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Auro C. Raduan,Nicolau D. F. Gualdaial operators ℰ. (X) → ℰ. (Y ) between the spaces of differential forms that intertwine multiplier representations of the Lie algebra of conformal vector fields. Extending the recent results in the Riemannian setting by Kobayashi–Kubo–Pevzner [Lecture Notes in Math. 2170, (2016)], we construct such
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Interaction Between Microwave and Molecules,n the suitably constructed adjacent loop Lie co-algebras. The related Novikov–Leibniz type algebraic structures are derived, a new nonassociative right Leibniz and Riemann algebra is constructed, deeply related with infinite multi-component Riemann type integrable hydrodynamic hierarchies.
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Explaining Territorial Conflict, operator D satisfying D2 = ∂/∂t in superspace of dimension (2|1). We already used that trick to obtain a Miura transform in dimension(2|1) for non-stationary Schrödinger type operators [6]. We shall discuss here the construction of an algebra of pseudodifferential symbols in dimension (2|1); that a
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