J. Pelikán

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All published works

Action	Title	Year	Authors
+	Binomial Coefficients and Pascal’s Triangle	2003	László Lovász J. Pelikán K. Vesztergombi
+	Integers, Divisors, and Primes	2003	László Lovász J. Pelikán K. Vesztergombi
+	Combinatorics in Geometry	2003	László Lovász J. Pelikán K. Vesztergombi
+	Euler’s Formula	2003	László Lovász J. Pelikán K. Vesztergombi
+	Fibonacci Numbers	2003	László Lovász J. Pelikán K. Vesztergombi
+	Finite Geometries, Codes, Latin Squares, and Other Pretty Creatures	2003	László Lovász J. Pelikán K. Vesztergombi
+	On the running time of the Adleman--Pomerance--Rumely primality test	2000	J. Pelikán J. Pintz Endre Szemerédi
+	Difference sets without κ-th powers	1994	Antal Balog J. Pelikán J. Pintz Endre Szemerédi
+	Finite groups with few non-linear irreducible characters	1974	J. Pelikán
+	On the eigenvalues of trees	1973	László Lovász J. Pelikán

Common Coauthors

Coauthor	Papers Together
László Lovász	7
K. Vesztergombi	6
J. Pintz	2
Endre Szemerédi	2
Antal Balog	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Multiplicative Number Theory	1980	H. Davenport	1
+ PDF Chat	On Finite Groups with Given Conjugate Types I	1953	Noboru Ιτο	1
+	Additive Theory of Prime Numbers	2009	Hua Liu	1
+	Introduction to the Theory of Groups of Finite Order	1939	L. W. Griffiths Robert Carmichael	1
+	On Sets of Natural Numbers Whose Difference Set Contains No Squares	1988	J. Pintz William Steiger Endre Szemerédi	1
+	GRAPHS WITH A SMALL NUMBER OF DISTINCT EIGENVALUES	1970	Michael Doob	1
+	On finite simple groups of order divisible by three primes only	1968	Marcel Herzog	1
+	The Hardy-Littlewood Method	1997	R. C. Vaughan	1
+	On Distinguishing Prime Numbers from Composite Numbers	1983	Leonard M. Adleman Carl Pomerance Robert Rumely	1
+	Van der corput’s difference theorem	1978	Teturo Kamae Michel Mendès France	1
+	On finite groups with given conjugate types. III	1970	Noboru Ιτο	1
+	On the size of L(1,).	1969	P.D.T.A. Elliott	1
+ PDF Chat	Topics in Multiplicative Number Theory	1971	Hugh L. Montgomery	1
+ PDF Chat	An Introduction to the Theory of Groups of Finite Order	1908	G. B. M.	1