Richard H. Hudson

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Zeroes of Dirichlet L-functions and irregularities in the distribution of primes

Carter Bays, Richard H. Hudson, 2000, Math. Comput..

A new bound for the smallest x with pi(x) > li(x)

Carter Bays, Richard H. Hudson, C. Bays, 1999, Math. Comput..

On the distribution of quadratic residues and non-residues

Richard H. Hudson, 1971 .

Determination of all imaginary cyclic quartic fields with class number 2

Richard H. Hudson, Kenneth S. Williams, David R. Richman, 1989 .

The mean behavior of primes in arithmetic progressions.

Richard H. Hudson, R. Hudson, 1977 .

Details of the First Region of Integers x with π 3,2 (x) < π 3,1 (x)

Carter Bays, Richard H. Hudson, 1978 .

On the fluctuations of Littlewood for primes of the form 4̸=1

Carter Bays, Richard H. Hudson, 1978 .

Binomial coefficients and Jacobi sums

Richard H. Hudson, Kenneth S. Williams, K. Williams, 1984 .

The integers of a cyclic quartic field

Richard H. Hudson, Kenneth S. Williams, 1990 .

Numerical and graphical description of all axis crossing regions for moduli 4 and 8 which occur befor 1012

Carter Bays, Richard H. Hudson, 1979 .

Averaging effects on irregularities in the distribution of primes in arithmetic progressions

Richard H. Hudson, 1985 .

A common combinatorial principle underlies Riemann's formula, the Chebyshev phenomenon, and other subtle effects in comparative prime number theory. I.

Richard H. Hudson, R. Hudson, 1980 .

Power residues and nonresidues in arithmetic progressions

Richard H. Hudson, 1974 .

Details of the first region of integers with _{3,2}()<_{3,1}()

Carter Bays, Richard H. Hudson, 1978 .

Calculation of the class numbers of imaginary cyclic quartic fields

Richard H. Hudson, Kenneth S. Williams, N. M. Holtz, 1987 .

The cyclic behavior of primes in the arithmetic progressions modulo 11.

Carter Bays, Richard H. Hudson, 1983 .