Wyniki wyszukiwania

1

An explicit version of Birch's Theorem

100%

Wooley T.

Acta Arithmetica

|

1998

|

tom 85

|

nr 1

79-96

2

Sums of three cubes, II

100%

Wooley T.

Acta Arithmetica

|

2015

|

tom 170

|

nr 1

73-100

EN

Estimates are provided for sth moments of cubic smooth Weyl sums, when 4 ≤ s ≤ 8, by enhancing the author's iterative method that delivers estimates beyond classical convexity. As a consequence, an improved lower bound is presented for the number of integers not exceeding X that are represented as the sum of three cubes of natural numbers.

3

The application of a new mean value theorem to the fractional parts of polynomials

100%

Wooley T.

Acta Arithmetica

|

1993

|

tom 65

|

nr 2

163-179

4

Artin's conjecture for septic and unidecic forms

100%

Wooley T.

Acta Arithmetica

|

2008

|

tom 133

|

nr 1

25-35

5

The difficulty of the local solubility problem for additive equations

100%

Wooley T.

Acta Arithmetica

|

2003

|

tom 107

|

nr 2

127-156

6

Slim exceptional sets for sums of fourth and fifth powers

64%

Kawada K., Wooley T.

Acta Arithmetica

|

2002

|

tom 103

|

nr 3

225-248

7

Sums of fifth powers and related topics

64%

Kawada K., Wooley T.

Acta Arithmetica

|

1998-1999

|

tom 87

|

nr 1

27-65

8

Pairs of cubic forms in many variables

64%

Dietmann R., Wooley T.

Acta Arithmetica

|

2003

|

tom 110

|

nr 2

125-140

Ograniczanie wyników

8 Acta Arithmetica

8 Wooley T.

2 Kawada K.

1 Dietmann R.

1 2015

1 2008

2 2003

1 2002

2 1998

1 1993

An explicit version of Birch's Theorem

Sums of three cubes, II

The application of a new mean value theorem to the fractional parts of polynomials

Artin's conjecture for septic and unidecic forms

The difficulty of the local solubility problem for additive equations

Slim exceptional sets for sums of fourth and fifth powers

Sums of fifth powers and related topics

Pairs of cubic forms in many variables