Person:
Geronimo,
Jeffrey S.
Geronimo,
Jeffrey S.
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ItemWKB and Turning Point Theory for Second Order Difference Equations: External Fields and Strong Asymptotics for Orthogonal Polynomials(Georgia Institute of Technology, 2009-05) Geronimo, Jeffrey S.A LG-WKB and Turning point theory is developed for three term recurrence formulas associated with monotonic recurrence coefficients. This is used to find strong asymptotics for certain classical orthogonal polynomials including Wilson polynomials.
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ItemMultivariable moments and factorizations and other problems in analysis(Georgia Institute of Technology, 2008-08-01) Geronimo, Jeffrey S.
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ItemOn the Inverse Fractal Problem for Two Dimensional Disjoint Polyhulled Attractors(Georgia Institute of Technology, 1994-03) Deliu, A. ; Geronimo, Jeffrey S. ; Shonkwiler, Ronald W.
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ItemConstruction of Orthogonal Wavelets Using Fractal Interpolation Functions(Georgia Institute of Technology, 1993-10) Donovan, George ; Geronimo, Jeffrey S. ; Hardin, Douglas P. ; Massopust, Peter R.Fractal interpolation functions are used to construct a compactly supported continuous, orthogonal wavelet basis spanning L^2(IR). The wavelets share many of the properties normally associated with spline wavelets in particular linear phase.
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ItemMathematical sciences : orthogonal polynomials(Georgia Institute of Technology, 1991) Geronimo, Jeffrey S.
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ItemScattering theory and orthogonal polynomials(Georgia Institute of Technology, 1983) Geronimo, Jeffrey S.