H. P. McKean

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Common Coauthors
Coauthor Papers Together
Santiago Cambronero 1
Eugene Trubowitz 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ Topics in complex function theory 1969 Carl Ludwig Siegel
1
+ The Classical Moment Problem. 1968 Stephen Hoffman
Н. И. Ахиезер
1
+ Electron Levels in a One-Dimensional Random Lattice 1960 H. Frisch
Seth Lloyd
1
+ PDF Chat On Some Periodic Toda Lattices 1975 Mark Kac
Pierre van Moerbeke
1
+ The periodic problem for the Korteweg?de vries equation 1975 S P Novikov
1
+ PDF Chat On the determination of a Hill's equation from its spectrum 1975 Wallace Goldberg
1
+ Functiontheoretic properties of the discriminant of Hill's equation 1963 Harry Hochstadt
1
+ On the determination of a Hill's equation from its spectrum 1965 Harry Hochstadt
1
+ On the inverse problem for Hill's operator 1975 H. Flaschka
1
+ A complete solution of the periodic Toda problem 1975 Mark Kac
Pierre van Moerbeke
1
+ On the Korteweg-de Vries equation: Existence and uniqueness 1970 Anders Sjöberg
1
+ PDF Chat On spectra of the Schr�dinger operator with a white Gaussian noise potential 1977 Masatoshi Fukushima
Shintaro Nakao
1
+ Hill's operator with finitely many gaps 1975 A. R. Its
V. B. Matveev
1
+ A limit law for the ground state of Hill's equation 1994 H. P. McKean
1
+ The spectrum of Hill's equation 1975 H. P. McKean
Pierre van Moerbeke
1
+ Almost Periodic Solutions of the KdV Equation 1976 Peter D. Lax
1
+ PDF Chat Weighted polynomial approximation on arithmetic progressions of intervals or points 1966 Paul Koosis
1
+ Über die freien Schwingungen in Kondensatorkreisen mit periodisch veränderlicher Kapazität 1934 A. Erdélyi
1
+ E-compact extensions of topological spaces 1974 Alexander P. Shostak
1
+ PDF Chat Über analytische Funktionen auf transzendenten zweiblättrigen Riemannschen Flächen mit reellen Verzweigungspunkten 1945 P. J. Myrberg
1
+ The Inverse Problem in the Quantum Theory of Scattering 1963 L. D. Faddeyev
Bernard D. Seckler
1
+ Hill's operator and hyperelliptic function theory in the presence of infinitely many branch points 1976 H. P. McKean
Eugene Trubowitz
1
+ V.—The Periodic Lamé Functions 1940 E. L. Ince
1
+ VII—Further Investigations into the Periodic Lamé Functions 1940 E. L. Ince
1
+ HILBERT SPACES OF ENTIRE FUNCTIONS 1969 J. L. B. Cooper
1