On Two Theorems About Symplectic Reflection Algebras

We give a new proof and an improvement of two Theorems of J. Alev, M.A. Farinati, T. Lambre and A.L. Solotar : the first one about Hochschild cohomology spaces of some twisted bimodules of the Weyl algebra W and the second one about Hochschild cohomology spaces of the smash product G * W (G a finite subgroup of SP(2n)), and as an application, we then give a new proof of a Theorem of P. Etingof and V. Ginzburg, which shows that the Symplectic Reflection Algebras are deformations of G * W (and, in fact, all possible ones).Comment: corrected typo

Symmetry properties of elastodynamic wave fields and their application to space-time scattering theory

Electrical Engineering, Mathematics and Computer Scienc

sj-docx-1-irp-10.1177_26334895231220259 - Supplemental material for Barriers and enablers to implementing police mental health co-responder programs: A qualitative study using the consolidated framework for implementation research

Supplemental material, sj-docx-1-irp-10.1177_26334895231220259 for Barriers and enablers to implementing police mental health co-responder programs: A qualitative study using the consolidated framework for implementation research by O. J. Fisher, C. Donahoo, E. Bosley, R. du Cloux, S. Garner, S. Powell, J. Pickard, N. Grevis-James and M. Wyder in Implementation Research and Practice</p

sj-docx-2-irp-10.1177_26334895231220259 - Supplemental material for Barriers and enablers to implementing police mental health co-responder programs: A qualitative study using the consolidated framework for implementation research

Supplemental material, sj-docx-2-irp-10.1177_26334895231220259 for Barriers and enablers to implementing police mental health co-responder programs: A qualitative study using the consolidated framework for implementation research by O. J. Fisher, C. Donahoo, E. Bosley, R. du Cloux, S. Garner, S. Powell, J. Pickard, N. Grevis-James and M. Wyder in Implementation Research and Practice</p