E-raamat: Geometric Methods in Physics XXXVI: Workshop and Summer School, Bialowieza, Poland, 2017

FM.- Part I:Quantum Mechanics and Mathematics Twareque Ali in
Memoriam.-In Memory of S. Twareque Ali.- Two-dimensional non commutative
Swanson model and its bicoherent states.- Universal Markov kernels for
quantum observables.-  Coherent states associated to the Jacobi group and
Berezin quantization of the Siegel-Jacobi ball.- 1D & 2D Covariant affine
integral quantizations.- Diffeomorphism group representations in relativistic
quantum field theory.- Part II: Noncommutative Geometry.- Skew derivations on
down-up algebras.- On noncommutative geometry of the Standard Model: fermion
multiplet as internal forms.- Recursion operator in a noncommutative
Minkowski phase space.- Decompactifying spectral triples.- Dirac operator on
a noncommutative Toeplitz torus.- Part III: Quantization.- Field quantization
in the presence of external fields.- Quantization of Mathematical Theory of
Non-Smooth Strings.- The reasonable effctiveness of mathematical deformation
theory in physics.- Axiomatic attempt at states in deformation quantisation.-
Exact Lagrangian submanifolds and the moduli space of special Bohr-Sommerfeld
Lagrangian cycles.- Star Exponentials in Star Product Algebra.- Part IV:
Integrable Systems.- Beyond recursion operators.- Kepler Problem and Jordan
Algebras.- On Rank Two Algebro-Geometric Solutions of an Integrable
Chain.- Part V: Differential Geometry and Physics.- The Dressing Field Method
of Gauge Symmetry Reduction: Presentation and Examples.- A differential model
for B-type Landau-Ginzburg theories.- On the Dirac type operators on
symmetric tensors.- Surfaces which behave like vortex lines.- On the spin
geometry of supergravity and string theory.- Conic sub-Hilbert-Finsler
structure on a Banach manifold.- On Spherically Symmetric Finsler
metrics.-Part VI: Topics in Spectral Theory.- Homogeneous rank one
perturbations and inverse square potentials.- Generalized Unitarity Relation
for Linear Scattering Systems in One Dimension.- Differential equations on
polytopes: Laplacians and Lagrangianmanifolds, corresponding to semiclassical
motion.-Part VII: Representation Theory.- Coadjoint orbits in representation
theory of pro-Lie groups.- Conformal symmetry breaking on differential forms
and some applications.- Representations of the anyon commutation
relations.-Part VIII: Special Topics.- Remarks to the Resonance-Decay
Problemin Quantum Mechanics from a Mathematical Point of View.- Dynamical
generation of grapheme.- Eight kinds of orthogonal polynomials of Weyl group
C2 and tau method.- Links between quantum chaos and counting problems.- Part
IX: Extended Abstracts of the Lectures at School on Geometry and Physics.-
Integral invariants (Poincaré-Cartan) and hydrodynamics.- Invitation to
Hilbert C -modules and Morita-Rieffel equivalence.- After Plancherel
formula.- A glimpse of noncommutative geometry.- An Example of Banach and
Hilbert manifold: the universal Teichmüller space.- Extensions of Symmetric
Operators and Evolution Equations on Singular Spaces.