Proves Fredholm determinantal identity for tilted Toeplitz minors generalizing BOGC, with bialternant forms, Cauchy-Binet expansions, and asymptotic links to Airy kernel perturbations.
Periodic KPZ fixed point with general initial conditions
2 Pith papers cite this work. Polarity classification is still indexing.
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det(A + B) equals det(I + K) for a Fredholm integral kernel K on contour Gamma, generalizing a prior identity.
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A Borodin-Okounkov-Geronimo-Case identity for tilted Toeplitz minors
Proves Fredholm determinantal identity for tilted Toeplitz minors generalizing BOGC, with bialternant forms, Cauchy-Binet expansions, and asymptotic links to Airy kernel perturbations.
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A determinant identity for the sum of contour integral matrices
det(A + B) equals det(I + K) for a Fredholm integral kernel K on contour Gamma, generalizing a prior identity.