Aspects of Complex Analysis, Differential Geometry, Mathematical Physics and Applications

The Table of Contents for the book is as follows:

• Preface
• Normal forms of unfoldings of non-fuchsian systems
• Blockstructure and equivalence of matrices
• Partially ordered topological linear spaces
• Bounded analytic functions on Riemann surfaces
• On the anti-parallel Igeta construction of Riemann surfaces
• On the boundary Morera theorem for classical symmetric domains
• On one-side holomorphic continuation of CR functions
• Symplectic and almost complex structures on differentiable spaces
• Remarks on some function theories on a class of almost complex manifolds
• Hermitian symmetry of infinitesimally trivial harmonic images of compact Kähler manifolds
• On the integrability conditions for almost contact manifolds
• Four-dimensional submanifolds of seven-dimensional almost contact manifolds with B-metric
• Geometry of real hypersurfaces in a complex projective space
• Length spectrum of circles and Kähler magnetic fields on complex space forms
• Quaternionic-type structures and almost hyperbolic pseudodistances
• Topology and classical gauge theory
• Complex structure and Dirac theory
• How to describe photons as (3+1)-solitons?
• Boundary surface properties and commutativity of self-adjoint extensions of certain operators of mathematical physics
• Quantization on closed manifolds
• Invariant projections and covariant divergency of the energy-momentum tensors
• Quantum teleportation and spin echo: a unitary symplectic spinor approach