Geometric Methods in Physics XXXIX: Workshop, Bialystok, Poland, 2022 (Paperback, 2023)

In Memoriam: Anatol Odzijewicz.- In Memoriam: Emma Previato.- Part I: Session in memory of Bogdan Mielnik: Incomplete visions. . (Mielnik).- Memories about Bogdan Mielnik (Krasi´nski).- Scattering states of the inverted oscillator and its supersymmetric partners (Bermudez).- The Klein paradox in the phase space quantum mechanics (Campobasso).-?An Asymmetric Harmonic Oscillator?(Chadzitaskos).-?On the construction of position-dependent mass models with quadratic spectra?(Cruz y Cruz).-?Bogdan Mielnik's contributions to the factorization method?(Fern´andez).-?The 1 - D Dirac equation in the phase space quantum mechanics?(Tosiek).-?Canonical photon position operator with commuting components?(Turrubiates).-?Quantum version of the Euler's problem: a geometric perspective?(Zyczkowski).-?Part II: Contributions to the XXXIX Workshop:?Solvable Lie groups with factor regular representations?(Beltita).-?Pedal coordinates and orbits inside magnetic dipole field (Blaschke).-?Hidden Symmetries of the Type D Metrics?(Breton).-?On some structures of Lie algebroids on the cotangent bundles?(Dobrogowska).-?Predicting "Anyons": Implications of History for Science?(Goldin).-?Quadratic algebra and spectrum of superintegrable system?(Hoque).-?Unifying Classical & Quantum Physics + Quantum Fields & Gravity?(Klauder).-?Algebraic Quantum Field Theory and Causal Symmetric Spaces?(Olafsson).-?The parametrically extended Kardar-Parisi-Zhang equation, its dark type generalization and integrability (Prykarpatski).-?Banach Poisson-Lie group structure on U(H)?(Tumpach).-?Symplectic realizations of e(3) (Wawreniuk).-?On some developments of the Stokes phenomenon?(Xu).-?Comparison of two topologies on weighted Szeg o space?(Zynda).-?Part III: Abstracts of the Lectures at "XI School on Geometry and?Physics:?Lecture notes on quantization and group C -algebras?(Beltit).-?Supersymmetric quantum mechanics and Painlev´e IV transcendents?(Fernandez).-?On some concepts in the theory of Lie algebroids?(Rotkiewicz).