SYMPLECTIC GROUPS or SYMPLECTIC GEOMETRY: General: From Dynamics to Contact and Symplectic Topology and Back by Jo Nelson [2016/11] Topological Methods in the Quest for Periodic Orbits by Joa Weber [2018/02] From Linear Algebra to Matrix Groups by Anupam Singh [2019/07] Problem set on matrix groups. Remarks on Symplectic Geometry by Jae-Hyun Yang [2019/10] Poisson and symplectic structures, Hamiltonian action, momentum and reduction by V. Robutsov and D. Dutykh [2020/03] Lectures on Symplectic Geometry, Poisson Geometry, Deformation Quantization and Quantum Field Theory by N. Moshayedi [2020/12] 165 pp. Symplectic Geometry for Engineers: Fundamentals by S. Goessner [2024/04] Symplectic field theory: An overview by R. Hind and K. Siegel [2024/10] Type: DERIVED: Derived symplectic geometry by D. Calaque [2023/08] Type: DIRAC: A brief introduction to Dirac manifolds by Henrique Bursztyn [2011/12] Type: REAL: Re: OPTICS Arvind et al. 95/09; Type: REAL: Re: QUANTUM MECHANICS: Arvind et al. 95/09; Aspects: FREDHOLM THEORY: Polyfold and Fredholm Theory by Helmut Hofer et al. [2017/07] 700+ pp. Introduction to the Batalin-Vilkovisky and Batalin-Fradkin-Vilkovisky Formalisms by Alberto S. Cattaneo and Nima Moshayedi [2019/05] Aspects: J-HOLOMORPHIC MAPS: Notes on J-Holomorphic Maps by Aleksey Zinger [2017/06] Aspects: POLYFOLDS: Polyfold and Fredholm Theory by Helmut Hofer et al. [2017/07] 700+ pp. Polyfold and SFT Notes I: A Primer on Polyfolds and Construction Tools by Joel W. Fish and Helmut Hofer [2018/06] Re: FIELD THEORY: Lectures on Symplectic Field Theory by Chris Wendl [2016/12] 343 pp. Symplectic field theory: An overview by R. Hind and K. Siegel [2024/10] Re: FUNCTIONAL ANALYSIS: Time-frequency analysis (Lecture notes) by M. Faulhuber [2022/04] 149 pp. Re: QUANTISATION: An introduction to sheaf quantization by T. Kuwagaki [2022/05] BV quantization by A. S. Cattaneo et al. [2023/07] Re: RANDOM POLYNOMIALS: Zelditch 2000/10; THE NET ADVANCE OF PHYSICS
SYMPLECTIC GROUPS or SYMPLECTIC GEOMETRY: