Jessica Stewart

most citedSpectral analysis for the exceptional

X_{m}

-Jacobi equation

12 citations · 19 across the 2 of their papers we have counts for

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math.CA2015★ 12 cited

Spectral analysis for the exceptional $X_{m}$ -Jacobi equation

Constanze Liaw, Lance Littlejohn, Jessica Stewart

We provide the mathematical foundation for the $X_{m}$ -Jacobi spectral theory. Namely, we present a self-adjoint operator associated to the differential expression with the exception…

math.CA2014★ 7 cited

A Spectral Study of the Second-Order Exceptional $X_{1}$ -Jacobi Differential Expression and a Related Non-classical Jacobi Differential Expression

Constanze Liaw, Lance L. Littlejohn, Jessica Stewart +1

The exceptional $X_{1}$ -Jacobi differential expression is a second-order ordinary differential expression with rational coefficients; it was discovered by Gómez-Ullate, Kamran and…

Spectral analysis for the exceptional Xm​-Jacobi equation

A Spectral Study of the Second-Order Exceptional X1​-Jacobi Differential Expression and a Related Non-classical Jacobi Differential Expression

Spectral analysis for the exceptional $X_{m}$ -Jacobi equation

A Spectral Study of the Second-Order Exceptional $X_{1}$ -Jacobi Differential Expression and a Related Non-classical Jacobi Differential Expression