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Results: 1-15 |
Results: 15
ABC ALLOWS US TO COUNT SQUAREFREES
Authors: GRANVILLE A
Citation: A. Granville, ABC ALLOWS US TO COUNT SQUAREFREES, International mathematics research notices, (19), 1998, pp. 991-1009
ON THE EXPONENTIAL SUM OVER K-FREE NUMBERS
Authors: BRUDERN J GRANVILLE A PERELLI A VAUGHAN RC WOOLEY TD
Citation: J. Brudern et al., ON THE EXPONENTIAL SUM OVER K-FREE NUMBERS, Philosophical transactions-Royal Society of London. Physical sciences and engineering, 356(1738), 1998, pp. 739-761
BEEBLEBROX,ZAPHOD BRAIN AND THE 59TH ROW OF PASCALS TRIANGLE (VOL 99,PG 318, 1992)
Authors: GRANVILLE A
Citation: A. Granville, BEEBLEBROX,ZAPHOD BRAIN AND THE 59TH ROW OF PASCALS TRIANGLE (VOL 99,PG 318, 1992), The American mathematical monthly, 104(9), 1997, pp. 848-851
PRIMES AT A (SOMEWHAT LENGTHY) GLANCE
Authors: AGOH T ERDOS P GRANVILLE A
Citation: T. Agoh et al., PRIMES AT A (SOMEWHAT LENGTHY) GLANCE, The American mathematical monthly, 104(10), 1997, pp. 943-945
VALUES OF BERNOULLI POLYNOMIALS
Authors: GRANVILLE A SUN ZW
Citation: A. Granville et Zw. Sun, VALUES OF BERNOULLI POLYNOMIALS, Pacific journal of mathematics, 172(1), 1996, pp. 117-137
EXPLICIT BOUNDS ON EXPONENTIAL-SUMS AND THE SCARCITY OF SQUAREFREE BINOMIAL COEFFICIENTS
Authors: GRANVILLE A RAMARE O
Citation: A. Granville et O. Ramare, EXPLICIT BOUNDS ON EXPONENTIAL-SUMS AND THE SCARCITY OF SQUAREFREE BINOMIAL COEFFICIENTS, Mathematika, 43(85), 1996, pp. 73-107
DEFECT ZERO P-BLOCKS FOR FINITE SIMPLE-GROUPS
Authors: GRANVILLE A ONO K
Citation: A. Granville et K. Ono, DEFECT ZERO P-BLOCKS FOR FINITE SIMPLE-GROUPS, Transactions of the American Mathematical Society, 348(1), 1996, pp. 331-347
ON A PROBLEM OF HERING CONCERNING ORTHOGONAL COVERS OF K-N
Authors: GRANVILLE A GRONAU HDOF MULLIN RC
Citation: A. Granville et al., ON A PROBLEM OF HERING CONCERNING ORTHOGONAL COVERS OF K-N, J COMB TH A, 72(2), 1995, pp. 345-350
ON THE EQUATIONS Z(M)=F(X,Y) AND AX(P)+BY(Q)=CZ(R)
Authors: DARMON H GRANVILLE A
Citation: H. Darmon et A. Granville, ON THE EQUATIONS Z(M)=F(X,Y) AND AX(P)+BY(Q)=CZ(R), Bulletin of the London Mathematical Society, 27, 1995, pp. 513-543
ON SPARSE LANGUAGES L SUCH THAT LL=SIGMA-ASTERISK
Authors: ENFLO P GRANVILLE A SHALLIT J YU S
Citation: P. Enflo et al., ON SPARSE LANGUAGES L SUCH THAT LL=SIGMA-ASTERISK, Discrete applied mathematics, 52(3), 1994, pp. 275-285
THERE ARE INFINITELY MANY CARMICHAEL NUMBERS
Authors: ALFORD WR GRANVILLE A POMERANCE C
Citation: Wr. Alford et al., THERE ARE INFINITELY MANY CARMICHAEL NUMBERS, Annals of mathematics, 139(3), 1994, pp. 703-722
SMOOTHING SMOOTH NUMBERS
Authors: FRIEDLANDER JB GRANVILLE A
Citation: Jb. Friedlander et A. Granville, SMOOTHING SMOOTH NUMBERS, Philosophical transactions-Royal Society of London. Physical sciences and engineering, 345(1676), 1993, pp. 339-347
INTEGERS, WITHOUT LARGE PRIME FACTORS, IN ARITHMETIC PROGRESSIONS .2.
Authors: GRANVILLE A
Citation: A. Granville, INTEGERS, WITHOUT LARGE PRIME FACTORS, IN ARITHMETIC PROGRESSIONS .2., Philosophical transactions-Royal Society of London. Physical sciences and engineering, 345(1676), 1993, pp. 349-362
AN UPPER BOUND IN GOLDBACH PROBLEM
Authors: DESHOUILLERS JM GRANVILLE A NARKIEWICZ W POMERANCE C
Citation: Jm. Deshouillers et al., AN UPPER BOUND IN GOLDBACH PROBLEM, Mathematics of computation, 61(203), 1993, pp. 209-213
INTEGERS, WITHOUT LARGE PRIME FACTORS, IN ARITHMETIC PROGRESSIONS .1.
Authors: GRANVILLE A
Citation: A. Granville, INTEGERS, WITHOUT LARGE PRIME FACTORS, IN ARITHMETIC PROGRESSIONS .1., Acta Mathematica, 170(2), 1993, pp. 255-273
Risultati: 1-15 |