Y. Motohashi

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Spectral Theory of the Riemann Zeta-Function

Y. Motohashi, 1997 .

Small gaps between primes exist

J. Pintz, Y. Motohashi, D. Goldston, 2005, math/0505300.

Primes in arithmetic progressions

Y. Motohashi, 1978 .

The binary additive divisor problem

Y. Motohashi, 1994 .

An asymptotic formula in the theory of numbers

Y. Motohashi, 1970 .

An induction principle for the generalization of Bombieri's prime number theorem

Y. Motohashi, 1976 .

An Overview of the Sieve Method and its History

Y. Motohashi, 2005, math/0505521.

On a mean value theorem for the remainder term in the prime number theorem for short arithmetic progressions

Y. Motohashi, 1971 .

On almost-primes in arithmetic progressions

Y. Motohashi, 1976 .

On almost-primes in arithmetic progressions, III

Y. Motohashi, 1975 .

Small gaps between primes exist

J. Pintz, Y. Motohashi, D. Goldston, 2005, math/0505300.

Uniform Bound for Hecke L-Functions

M. Jutila, Y. Motohashi, 2005, math/0505399.

The Moments of the Riemann Zeta-Function Part I: The fourth moment off the critical line

Y. Motohashi, A. Ivi'c, 2004, math/0408022.

Vista of Mean Zeta-Values

Y. Motohashi, 2020 .

Mean Values of Zeta-Functions via Representation Theory

Y. Motohashi, 2006, math/0602651.

A note on the least prime in an arithmetic progression with a prime difference

Y. Motohashi, 1970 .

THE MEAN SQUARE OF THE ERROR TERM FOR THE FOURTH POWER MOMENT OF THE ZETA-FUNCTION

A. Ivic, Y. Motohashi, 1994 .

The twin prime conjecture

Y. Motohashi, 2014, 1401.6614.

An extension of the Linnik phenomenon

Y. Motohashi, 2013, Proceedings of the Steklov Institute of Mathematics.

A multiple sum involving the Möbius function.

Y. Motohashi, 2003, math/0310064.

An observation on the zero-free region of the Riemann zeta-function

Yoichi Motohashi, Y. Motohashi, 2001, Period. Math. Hung..

Elements of Automorphic Representations

Y. Motohashi, 2011, 1112.4226.

A new approach to the spectral theory of the fourth moment of the Riemann zeta-function

Y. Motohashi, R. Bruggeman, 2003, math/0310104.

Uniform bound for HeckeL-functions

M. Jutila, Y. Motohashi, 2005 .

The Mellin transform of powers of the zeta-function

A. Ivic, M. Jutila, Y. Motohashi, 2000 .

Mean value estimates for exponential sums and L-functions: a spectral theoretic approach.

M. Jutila, Y. Motohashi, 1995 .

A note on the mean value of the zeta and $L$-functions. XIV

Y. Motohashi, 1999, math/0703571.

An extension of the Linnik phenomenon

Y. Motohashi, 2012, 1208.6159.

An asymptotic series for an additive divisor problem

Y. Motohashi, 1980 .

Theory of the Riemann Zeta and Allied Functions

M. Jutila, Y. Motohashi, M. Huxley, 2004 .

On the Fourth Power Moment of the Riemann Zeta-Function

A. Ivic, Y. Motohashi, 1995 .

Sum formula for Kloosterman sums and fourth moment of the Dedekind zeta-function over the Gaussian number field

Y. Motohashi, R. Bruggeman, 2002, math/0205066.

Mathematisches Forschungsinstitut Oberwolfach Report No . 46 / 2004 Theory of the Riemann Zeta and Allied Functions

Y. Motohashi, M. Huxley, S. Patterson, 2004 .

A new proof of the limit formula of Kronecker

Y. Motohashi, 1968 .

On some improvements of the Brun-Titchmarsh theorem, III

Y. Motohashi, 1974, 1201.3134.

On the distribution of prime numbers which are of the form “x2+y2+1”

Y. Motohashi, 1971 .

An explicit formula for the fourth power mean of the Riemann zeta-function

Y. Motohashi, 1993 .

Fourth Power Moment of Dedekind Zeta-Functions of Real Quadratic Number Fields with Class Number One

Y. Motohashi, R. Bruggeman, 2001 .

Sieve Methods, Exponential Sums, and their Applications in Number Theory: The Mean Square of Dedekind Zeta-Functions of Quadratic Number Fields

Y. Motohashi, 1997 .

1 4 M ay 2 00 5 Small Gaps between Primes Exist

J. Pintz, Y. Motohashi, C. Yildirim, 2022 .

On the Kloosterman-sum zeta-function

Y. Motohashi, 1995 .

A spectral decomposition of the product of four zeta-values

Y. Motohashi, 1989 .