Wyniki wyszukiwania

1

On the hybrid mean value of Dedekind sums and Hurwitz zeta-function

100%

Zhang W.

Acta Arithmetica

|

2000

|

tom 92

|

nr 2

141-152

2

On the difference between a D. H. Lehmer number and its inverse modulo q

100%

Zhang W.

Acta Arithmetica

|

1994

|

tom 68

|

nr 3

255-263

3

On the distribution of inverses modulo p (II)

100%

Zhang W.

Acta Arithmetica

|

2001

|

tom 100

|

nr 2

189-194

4

A sum analogous to Dedekind sums and its hybrid mean value formula

100%

Zhang W.

Acta Arithmetica

|

2003

|

tom 107

|

nr 1

1-8

5

A note on the Dirichlet characters of polynomials

64%

Zhang W., Yao W.

Acta Arithmetica

|

2004

|

tom 115

|

nr 3

225-229

6

On the Dirichlet characters of polynomials in several variables

64%

Zhang W., Xu Z.

Acta Arithmetica

|

2006

|

tom 121

|

nr 2

117-124

7

On the 2kth power mean of the character sums over short intervals

64%

Xu Z., Zhang W.

Acta Arithmetica

|

2006

|

tom 121

|

nr 2

149-160

8

A mean value related to the D. H. Lehmer problem and Kloosterman sums

64%

Zhang W., Wu Z.

Acta Arithmetica

|

2010

|

tom 143

|

nr 3

291-298

9

On the mean value of L(m,χ )L(n,χ̅) at positive integers m,n ≥ 1

64%

Liu H., Zhang W.

Acta Arithmetica

|

2006

|

tom 122

|

nr 1

51-56

10

Hybrid mean value for a generalization of a problem of D. H. Lehmer

64%

Liu H., Zhang W.

Acta Arithmetica

|

2007

|

tom 130

|

nr 1

1-17

11

Some identities involving the Dirichlet L-function

64%

Xu Z., Zhang W.

Acta Arithmetica

|

2007

|

tom 130

|

nr 2

157-166

12

On the Kummer conjecture

64%

Lu Y., Zhang W.

Acta Arithmetica

|

2008

|

tom 131

|

nr 1

87-102

13

Fourth power mean of character sums

64%

Xu Z., Zhang W.

Acta Arithmetica

|

2008

|

tom 135

|

nr 1

31-49

14

Some applications of Bombieri's estimate for exponential sums

64%

Zhang W., Yi Y.

Acta Arithmetica

|

2003

|

tom 107

|

nr 3

245-250

15

A note on the exponential Diophantine equation $(4m²+1)^x + (5m²-1)^y = (3m)^z$

52%

Wang J., Wang T., Zhang W.

Colloquium Mathematicum

|

2015

|

tom 139

|

nr 1

121-126

EN

Let m be a positive integer. Using an upper bound for the solutions of generalized Ramanujan-Nagell equations given by Y. Bugeaud and T. N. Shorey, we prove that if 3 ∤ m, then the equation $(4m²+1)^x + (5m²-1)^y = (3m)^z$ has only the positive integer solution (x,y,z) = (1,1,2).

Ograniczanie wyników

14 Acta Arithmetica

1 Colloquium Mathematicum

15 Zhang W.

4 Xu Z.

2 Liu H.

1 Lu Y.

1 Wang J.

1 Wang T.

1 Wu Z.

1 Yao W.

1 Yi Y.

1 2015

1 2010

2 2008

2 2007

3 2006

1 2004

2 2003

1 2001

1 2000

1 1994

On the hybrid mean value of Dedekind sums and Hurwitz zeta-function

On the difference between a D. H. Lehmer number and its inverse modulo q

On the distribution of inverses modulo p (II)

A sum analogous to Dedekind sums and its hybrid mean value formula

A note on the Dirichlet characters of polynomials

On the Dirichlet characters of polynomials in several variables

On the 2kth power mean of the character sums over short intervals

A mean value related to the D. H. Lehmer problem and Kloosterman sums

On the mean value of L(m,χ )L(n,χ̅) at positive integers m,n ≥ 1

Hybrid mean value for a generalization of a problem of D. H. Lehmer

Some identities involving the Dirichlet L-function

On the Kummer conjecture

Fourth power mean of character sums

Some applications of Bombieri's estimate for exponential sums

A note on the exponential Diophantine equation $(4m²+1)^x + (5m²-1)^y = (3m)^z$