On Stokes Matrices in terms of Connection Coefficients
Copyright policy )On Stokes Matrices in terms of Connection Coefficients
The classical problem of computing a complete system of Stokes multipliers of a linear system of ODEs of rank one in terms of some connection coefficients of an associated hypergeometric system of ODEs, is solved with no genericness assumptions on the residue matrix at zero, by an extension of the method of [3].
53 pages, 10 figures
Connection matrices, Monodromy linear differential systems, Laplace transform, Mathematics - Classical Analysis and ODEs, Linear differential equation; Monodromy; Stokes Matrix, Classical Analysis and ODEs (math.CA), FOS: Mathematics, Stokes matrices
Connection matrices, Monodromy linear differential systems, Laplace transform, Mathematics - Classical Analysis and ODEs, Linear differential equation; Monodromy; Stokes Matrix, Classical Analysis and ODEs (math.CA), FOS: Mathematics, Stokes matrices
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