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Table of Contents
S- and T-matrices. Unitarity and analyticity
Invariant variables
Non-relativistic Feynman diagrams. General structure and specific properties
Singular points of Feynman diagrams
Vertex functions of non-relativistic Feynman diagrams
Asymptotic properties of bound-state wave functions in two-fragment channels. anomalous asymptotics
Three-body vertex functions and the three-body wave functions asymptotics
Specific approaches to describing nuclear reactions with the use of analytic and diagram methods
Methods of determining vertex constants and asymptotic normalization coeffiicients
Analytic continuation of the effective range function
Integral equations for resonance and virtual states.
Invariant variables
Non-relativistic Feynman diagrams. General structure and specific properties
Singular points of Feynman diagrams
Vertex functions of non-relativistic Feynman diagrams
Asymptotic properties of bound-state wave functions in two-fragment channels. anomalous asymptotics
Three-body vertex functions and the three-body wave functions asymptotics
Specific approaches to describing nuclear reactions with the use of analytic and diagram methods
Methods of determining vertex constants and asymptotic normalization coeffiicients
Analytic continuation of the effective range function
Integral equations for resonance and virtual states.