Pages that link to "Item:Q353522"
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The following pages link to Expansion of a ratio of hypergeometric functions of two variables in branching continued fractions (Q353522):
Displaying 11 items.
- Tau-function theory of chaotic quantum transport with \(\beta = 1, 2, 4\) (Q380336) (← links)
- Circular unitary ensembles: parametric models and their asymptotic maximum likelihood estimates (Q503997) (← links)
- The two-dimensional \(g\)-fraction with independent variables for double power series (Q692564) (← links)
- General T-fraction expansions for ratios of hypergeometric functions (Q1103747) (← links)
- Asymptotic linear spectral statistics for spiked Hermitian random matrices (Q2516098) (← links)
- Multiple orthogonal polynomials associated with branched continued fractions for ratios of hypergeometric series (Q2701017) (← links)
- (Q4225760) (← links)
- (Q5754646) (← links)
- Branched continued fraction representations of ratios of Horn's confluent function $\mathrm{H}_6$ (Q6167438) (← links)
- An approximation to Appell's hypergeometric function \(F_2\) by branched continued fraction (Q6556704) (← links)
- On some domains of convergence of branched continued fraction expansions of the ratios of Horn hypergeometric functions \(H_4\) (Q6633991) (← links)
