Norman E. Frankel

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All published works

Action	Title	Year	Authors
+	SanD primes and numbers	2019	Freeman J. Dyson Norman E. Frankel A J Guttmann
+	SanD primes and numbers	2019	Freeman J. Dyson Norman E. Frankel A J Guttmann
+ PDF Chat	SCALING THE UNIVERSE	2014	Norman E. Frankel
+	Lehmer’s Interesting Series	2013	Freeman J. Dyson Norman E. Frankel M. L. Glasser
+ PDF Chat	The black hole and the pea	1997	N. Cornish Norman E. Frankel
+	Möbius, Mellin, and mathematical physics	1992	Barry W. Ninham Barry D. Hughes Norman E. Frankel M. L. Glasser
+ PDF Chat	Classical Limit of the Random Spin-One Ising Model on a Cayley Tree	1986	Colin J. Thompson Sakari Inawashiro Norman E. Frankel

Common Coauthors

Coauthor	Papers Together
Freeman J. Dyson	3
M. L. Glasser	2
A J Guttmann	2
Sakari Inawashiro	1
Colin J. Thompson	1
Barry W. Ninham	1
Barry D. Hughes	1
N. Cornish	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	The Classical Theory of Fields	1975	L.D. LANDAU Efrat Lifshitz	1
+	Theorie Des Nombres	2013	Adrien-Marie Legendre	1
+	The Volume of Convex Bodies and Banach Space Geometry	1989	Gilles Pisier	1
+	Riemann's Zeta Function	1974	Harold M. Edwards	1
+	Ramanujan: Twelve Lectures on Subjects Suggested by His Life and Work	1978	G. H. Hardy	1
+	Integrals and Polygamma Representations for Binomial Sums	2010	Anthony Sofo	1
+	Structure and Randomness in the Prime Numbers	2011	Terence Tao	1
+	The Galaxy and Mass N-Point Correlation Functions: a Blast from the Past	2001	P. J. E. Peebles	1
+	An Introduction to the Analytic Theory of Numbers	2006	Raymond Ayoub	1
+ PDF Chat	Möbius and problems of inversion	1990	John Maddox	1
+ PDF Chat	Random walks with self-similar clusters	1981	Barry D. Hughes Michael F. Shlesinger Elliott W. Montroll	1
+ PDF Chat	Primes in short intervals.	1985	Helmut Maier	1
+ PDF Chat	Modified Möbius Inverse Formula and Its Applications in Physics	1990	Nan‐Xian Chen	1
+	Fractal random walks	1982	Barry D. Hughes E. W. Montroll Michael F. Shlesinger	1
+	Meblin transforms associated with Julia sets and physical applications	1984	D. Bessis Jeffrey S. Geronimo Pierre Moussa	1
+ PDF Chat	Chaos around a Hénon-Heiles-Inspired Exact Perturbation of a Black Hole	1996	Werner M. Vieira Patricio S. Letelier	1
+	Fractal and lacunary stochastic processes	1983	Barry D. Hughes E. W. Montroll Michael F. Shlesinger	1
+	Generalised functions and divergent integrals	1966	Barry W. Ninham	1
+	Basic Hypergeometric Series	2004	George Gasper Mizan Rahman	1
+ PDF Chat	Chaos, fractals, and inflation	1996	N. Cornish Janna Levin	1
+	Euclid's Algorithm for Large Numbers	1938	D. H. Lehmer	1
+	F. Klein, Vorlesungen über höhere Geometrie. (Die Grundlehren der mathematischen Wissenschaften in Einzeldarstellungen, Band 22). VIII + 405 S. m. 101 Abb. Berlin 1926. Nachdruck 1968. Verlag von Julius Springer. Preis geb. DM 28,–	1969	G. Geise	1
+	Ultimate Temperature and the Early Universe	1970	Kerson Huang Steven Weinberg	1
+ PDF Chat	Fractal basins and chaotic trajectories in multi-black-hole spacetimes	1994	C. P. Dettmann N. E. Frankel N. Cornish	1
+ PDF Chat	Massive Feynman diagrams and inverse binomial sums	2004	A. I. Davydychev M.Yu. Kalmykov	1
+	Some special cases of the generalized hypergeometric function q+1Fq	1997	E.D. Krupnikov K. S. Kölbig	1
+	A cotangent analogue of continued fractions	1938	D. H. Lehmer	1
+ PDF Chat	Chaos in Schwarzschild spacetime: The motion of a spinning particle	1997	Shingo Suzuki Kei-ichi Maeda	1
+	On the number of spiral self-avoiding walks	1984	A J Guttmann N. C. Wormald	1
+	Semiclassical formula for the number variance of the Riemann zeros	1988	Michael Berry	1
+	The evaluation of lattice sums. I. Analytic procedures	1973	M. L. Glasser	1
+ PDF Chat	Oscillatory critical amplitudes in hierarchical models	1984	Bernard Derrida C. Itzykson J. M. Luck	1
+	FURTHER RESULTS ON THE RATE OF CONVERGENCE TO THE CONNECTIVE CONSTANT OF THE HYPERCUBICAL LATTICE	1962	J. M. Hammersley Dominic Welsh	1
+	A Brief Introduction to Theta Functions.	1964	Fritz Steinhardt Richard Bellman	1
+ PDF Chat	Asymptotic Formulaae in Combinatory Analysis	1918	G. H. Hardy S. Ramanujan	1
+ PDF Chat	Some problems of ‘Partitio numerorum’; III: On the expression of a number as a sum of primes	1923	G. H. Hardy J. E. Littlewood	1
+ PDF Chat	The asymptotic expansion of a ratio of gamma functions	1951	Francesco G. Tricomi A. Erdélyi	1
+ PDF Chat	An introduction to the theory of numbers	1960	G. H. Hardy	1
+	Chen’s inversion formula	1990	Barry D. Hughes N. E. Frankel Barry W. Ninham	1
+	Interesting Series Involving the Central Binomial Coefficient	1985	D. H. Lehmer	1
+	Evaluations of binomial series	2005	Jonathan M. Borwein Roland Girgensohn	1
+	Certain Sums Involving Inverses of Binomial Coefficients and Some Integrals	2007	Jinhua Yang Feng-Zhen Zhao	1
+	General Properties Involving Reciprocals of Binomial Coefficients	2006	Anthony Sofo	1
+ PDF Chat	Small gaps between primes	2014	James Maynard	1
+	The Theory of the Riemann Zeta-Function	1987	E. C. Titchmarsh D. R. Heath‐Brown	1
+	Identities involving reciprocals of binomial coefficients.	2004	B. Sury Tianming Wang Feng-Zhen Zhao	1
+	An Amazing Prime Heuristic	2021	Chris Caldwell	1
+ PDF Chat	Bounded gaps between primes	2014	Zhang Yitang	1
+ PDF Chat	Ramanujan's Series for 1/π: A Survey	2009	Nayandeep Deka Baruah Bruce C. Berndt Heng Huat Chan	1
+	Sums Involving the Inverses of Binomial Coefficients	2006	Jinhua Yang Feng-Zhen Zhao	1