Khosrow Chadan

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All published works

Action	Title	Year	Authors
+ PDF Chat	Composition of Two Potentials	2014	Khosrow Chadan Reido Kobayashi Ryu Sasaki
+	Composition of Two Potentials	2014	Khosrow Chadan Reido Kobayashi Ryu Sasaki
+ PDF Chat	Some remarks on effective range formulae in potential scattering	2009	Khosrow Chadan
+	Generalization of Bochner's theorem for functions of the positive type	2007	Khosrow Chadan
+	Positivity of Some Integral Transforms, and Generalization of Bochner's Theorem on Functions of Positive Type	2007	Khosrow Chadan
+ PDF Chat	New classes of potentials for which the radial Schrödinger equation can be solved at zero energy: II	2006	Khosrow Chadan Reido Kobayashi
+ PDF Chat	New classes of potentials for which the radial Schrödinger equation can be solved at zero energy	2006	Khosrow Chadan Reido Kobayashi
+	Potentials for which the Radial Schrödinger Equation can be solved	2006	Khosrow Chadan Reido Kobayashi
+ PDF Chat	The absence of positive energy bound states for a class of nonlocal potentials	2005	Khosrow Chadan Reido Kobayashi
+	Radial Inverse Scattering Problems	2002	Khosrow Chadan Pierre Sabatier
+ PDF Chat	The absolute definition of the phase-shift in potential scattering	2001	Khosrow Chadan Reido Kobayashi Takao Kobayashi
+	Generalization of the Birman–Schwinger method for the number of bound states	1999	Khosrow Chadan Reido Kobayashi M. Lassaut
+ PDF Chat	Universality of low-energy scattering in 2+1 dimensions	1998	Khosrow Chadan N. N. Khuri André Martin Tai Tsun Wu
+	An Introduction to Inverse Scattering and Inverse Spectral Problems	1997	Khosrow Chadan David Colton Lassi Païvärinta William Rundell
+ PDF Chat	UPPER AND LOWER BOUNDS FOR THE NUMBER OF THE SOLITONS OF THE KdV EQUATION	1995	Khosrow Chadan Reido Kobayashi Kazushi Ohtaki
+	Inverse Problems in Quantum Scattering Theory	1977	Khosrow Chadan Pierre Sabatier
+	Potentials from the Scattering Amplitude at Fixed Energy: Operator Methods	1977	Khosrow Chadan Pierre Sabatier
+	Miscellaneous Approaches to the Inverse Problems at Fixed l	1977	Khosrow Chadan Pierre Sabatier
+	Inverse Problems in One Dimension	1977	Khosrow Chadan Pierre Sabatier
+	Miscellaneous Approaches to Inverse Problems at Fixed Energy	1977	Khosrow Chadan Pierre Sabatier
+	The Three-Dimensional Inverse Problem	1977	Khosrow Chadan Pierre Sabatier
+	The Gel’fand-Levitan-Jost-Kohn Method	1977	Khosrow Chadan Pierre Sabatier
+	Potentials from the Scattering Amplitude at Fixed Energy: Matrix Methods	1977	Khosrow Chadan Pierre Sabatier
+	Applications of Gel’fand — Levitan Equation	1977	Khosrow Chadan Pierre Sabatier
+	Approximate Methods	1977	Khosrow Chadan Pierre Sabatier

Common Coauthors

Coauthor	Papers Together
Pierre Sabatier	11
Reido Kobayashi	9
Ryu Sasaki	2
M. Lassaut	1
William Rundell	1
Lassi Païvärinta	1
Takao Kobayashi	1
Tai Tsun Wu	1
David Colton	1
N. N. Khuri	1
André Martin	1
Kazushi Ohtaki	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Inverse Problems in Quantum Scattering Theory	1989	K. Chadan Pierre Sabatier Roger G. Newton	7
+	Lectures on ordinary differential equations	1970	Robert McKelvey John H. Barrett Lloyd Jackson Robert E. O’Malley D. Willett	4
+ PDF Chat	On the Number of Bound States in a Central Field of Force	1952	V. Bargmann	3
+	An Introduction to Inverse Scattering and Inverse Spectral Problems	1997	Khosrow Chadan David Colton Lassi Païvärinta William Rundell	3
+	The accidental degeneracy problem in nonrelativistic quantum mechanics	1983	Avinash Khare	2
+ PDF Chat	Extensions of solvable potentials with finitely many discrete eigenstates	2013	Satoru Odake Ryu Sasaki	2
+ PDF Chat	Existence of bound states in continuous 0<D<∞ dimensions	2002	Michael Martin Nieto	2
+ PDF Chat	Exceptional orthogonal polynomials, exactly solvable potentials and supersymmetry	2008	C. Quesne	2
+	Ordinary Differential Equations	2017	John M. Stewart	2
+ PDF Chat	Solvable Rational Potentials and Exceptional Orthogonal Polynomials in Supersymmetric Quantum Mechanics	2009	C. Quesne	2
+ PDF Chat	Bargmann's Inequalities In Spaces of Arbitrary Dimension	1973	N. Seto	2
+	Infinitely many shape invariant potentials and new orthogonal polynomials	2009	Satoru Odake Ryu Sasaki	2
+ PDF Chat	Tables of integral transforms	1954		2
+	A search for shape-invariant solvable potentials	1989	G. Lévai	2
+	Lectures on ordinary differential equations	1968	Einar Hille	2
+ PDF Chat	Introduction to the Theory of Fourier Integrals	1938	A. C. Offord	2
+ PDF Chat	Upper and lower limits for the number of bound states in a given central potential	1965	F. Calogero	2
+ PDF Chat	The Calogero bound for nonzero angular momentum	1995	K. Chadan A. Martin J. Stubbe	2
+	An extended class of orthogonal polynomials defined by a Sturm–Liouville problem	2009	David Gómez‐Ullate Niky Kamran Robert Milson	2
+ PDF Chat	Generalization of the Calogero–Cohn bound on the number of bound states	1996	K. Chadan R. Kobayashi A. Martin J. Stubbe	1
+ PDF Chat	Universality of low-energy scattering in 2+1 dimensions	1998	Khosrow Chadan N. N. Khuri André Martin Tai Tsun Wu	1
+ PDF Chat	Two-step Darboux transformations and exceptional Laguerre polynomials	2011	David Gómez‐Ullate Niky Kamran Robert Milson	1
+	<i>Theory of Ordinary Differential Equations</i>	1956	Earl A. Coddington Norman Levinson T. Teichmann	1
+	The inverse scattering problem for singular oscillating potentials	1975	M.-L. Baeteman K. Chadan	1
+	Bounds on the π0π0 amplitude	1977	Cristina Silvia Polo López G. Mennessier	1
+	On the solution of the inverse scattering problem, at fixed energy, for the class of Yukawian potentials	1995	R. Fioravanti G. A. Viano	1
+ PDF Chat	Impedance, zero energy wavefunction, and bound states	1977	André Martin Pierre Sabatier	1
+ PDF Chat	Zero-energy solutions and vortices in Schrödinger equations	2002	Tsunehiro Kobayashi Toshiki Shimbori	1
+	Integrals of nonlinear equations of evolution and solitary waves	1968	Peter D. Lax	1
+ PDF Chat	On the properties of a singular Sturm-Liouville equation determined by its spectral functions.	1957	Avner Friedman	1
+	Transmutation and Operator Differential Equations	1979	Robert W. Carroll	1
+	Another set of infinitely many exceptional <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"><mml:mo stretchy="false">(</mml:mo><mml:msub><mml:mi>X</mml:mi><mml:mi>ℓ</mml:mi></mml:msub><mml:mo stretchy="false">)</mml:mo></mml:math> Laguerre polynomials	2010	Satoru Odake Ryu Sasaki	1
+ PDF Chat	Supersymmetry and quantum mechanics	1995	Fred Cooper Avinash Khare U. Sukhatme	1
+	Inverse scattering on the line	1979	Percy Deift Eugene Trubowitz	1
+	Handbook of Mathematical Functions	1966	Donald A. McQuarrie	1
+	The Inverse Problem in the Quantum Theory of Scattering	1963	L. D. Faddeyev Bernard D. Seckler	1
+ PDF Chat	A numerical method for solving the inverse scattering problem with fixed-energy phase shifts	2000	А. Г. Рамм Alexandra Smirnova	1
+	Handbook of Mathematical Functions	2018		1
+ PDF Chat	New classes of potentials for which the radial Schrödinger equation can be solved at zero energy	2006	Khosrow Chadan Reido Kobayashi	1
+ PDF Chat	Transparent potentials at fixed energy in dimension two. Fixed-energy dispersion relations for the fast decaying potentials	1995	P. G. Grinevich Roman Novikov	1
+ PDF Chat	A new family of shape invariantly deformed Darboux–Pöschl–Teller potentials with continuous ℓ	2011	Satoru Odake Ryu Sasaki	1
+ PDF Chat	Formal solutions of inverse scattering problems. II	1976	Reese T. Prosser	1
+	Strong Coupling Limit in Potential Theory. I	1967	William M. Frank	1
+	Sturm—Liouville and Dirac Operators	1991	B. M. Levitan I. S. Sargsjan	1
+	Darboux Transformations and Solitons	1991	V. B. Matveev Mikhail A. Salle	1
+ PDF Chat	“Problems of Theoretical Physics”	2013	Viktor L. Ginzburg Ya. B. Zel’dovich Leontovich V. I. Ritus A. D. Sakharov E.L. Feinberg	1
+	Formulas and theorems for the functions of mathematical physics	1949	Wilhelm Magnus Fritz Oberhettinger John Wermer	1
+	Inverse Problems in Quantum Scattering Theory	1977	Khosrow Chadan Pierre Sabatier	1
+ PDF Chat	Sturm–liouville and dirac operators	1992	Levitan I. Sargsjan	1
+	Sturm-Liouville Operators and Applications	1986	V. А. Marchenko	1