R. Mollin

发表

Fundamental number theory with applications

R. Mollin, 1998 .

RSA and Public-Key Cryptography

R. Mollin, 2002 .

Complexity of Algorithms in Algebraic Number Theory

Johannes Buchmann, Richard Mollin, J. Buchmann, 1990 .

Cryptography and Shift Registers

Richard Mollin, A. A. Bruen, R. Mollin, 2009 .

NECESSARY AND SUFFICIENT CONDITIONS FOR THE CLASS NUMBER OF A REAL QUADRATIC FIELD TO BE ONE , AND A CONJECTURE OF S

R. Mollin, 2010 .

A complete generalization of Yokoi's p-invariants

H. C. Williams, R. Mollin, H. Williams, 1992 .

Prime valued polynomials and class numbers of quadratic fields

R. Mollin, 1990 .

Necessary and sufficient conditions for the class number of a real quadratic field to be one, and a conjecture of S. Chowla

R. Mollin, 1988 .

On prime valued polynomials and class numbers of real quadratic fields

H. C. Williams, R. Mollin, 1988 .

On the insolubility of a class of Diophantine equations and the nontriviality of the class numbers of related real quadratic fields of Richaud-Degert type

R. Mollin, 1987 .

Class numbers of quadratic fields determined by solvability of Diophantine equations

R. Mollin, 1987 .

Lower bounds for class numbers of real quadratic and biquadratic fields

R. Mollin, 1987 .

Diophantine equations and class numbers

R. Mollin, 1986 .

Lower bounds for class numbers of real quadratic fields

R. Mollin, 1986 .

Totally positive units and squares

R. Mollin, I. Hughes, 1983 .

Infinitely Many Quadratic Diophantine Equations Solvable Everywhere Locally , But Not Solvable Globally ∗

R. Mollin, 2004 .

MORE ON THE SCHUR GROUP OF A COMMUTATIVE

R. Mollin, 2022 .

Minimal cyclotomic splitting fields for group characters

R. Mollin, 1984 .

HOW TO PROVE FERMAT'S LAST THEOREM

R. Mollin, 2009 .

On real quadratic fields of class number two

Richard Mollin, H. C. Williams, Hugh C. Williams, 1992 .

On a solution of a class number two problem for a family of real quadratic fields

H. C. Williams, R. Mollin, 1991 .

On a determination of real quadratic fields of class number one and related continued fractionperiod length less than $25$

H. C. Williams, R. Mollin, 1991 .

Solution of the Class Number One Problem For Real Quadratic Fields of Extended Richaud-Degert Type (With One Possible Exception)

H. C. Williams, R. Mollin, 1990 .

Prime producing quadratic polynomials and real quadratic fields of class number one

H. C. Williams, R. Mollin, 1989 .

Proof, Disproof and Advances Concerning Certain Conjectures on Real Quadratic Fields

H. C. Williams, R. Mollin, 1995, Canadian Journal of Mathematics.

The palindromic index - A measure of ambiguous cycles of reduced ideals without any ambiguous ideals in real quadratic orders

R. Mollin, 1995 .

Use of the rabinowitsch polynomial to determine the class groups of a real quadratic field

R. Mollin, 1994, Bulletin of the Australian Mathematical Society.

Quadratic residue covers for certain real quadratic fields

H. C. Williams, R. Mollin, H. Williams, 1994 .

A Lower Bound for the Class Number of a Real Quadratic Field of ERD-Type

R. Mollin, L.-C. Zhang, Paula Kemp, 1994, Canadian Mathematical Bulletin.

Quadratic irrationals, ambiguous classes and symmetry in real quadratic fields

R. Mollin, 1994 .

Classification and Enumeration of Real Quadratic Fields Having Exactly One Non-Inert Prime Less Than a Minkowski Bound

H. C. Williams, R. Mollin, 1993, Canadian mathematical bulletin.

Consecutive powers in continued fractions

H. C. Williams, R. Mollin, 1992 .

Affirmative solution of a conjecture related to a sequence of shanks

H. C. Williams, R. Mollin, 1991 .

On the divisor function and class numbers of real quadratic fields, IV

R. Mollin, 1990 .

An Upper Bound on the Least InertPrime in a Real Quadratic

Granville, R. Mollin, FieldAndrew, 2007 .

An Upper Bound on the Least Inert Prime in a Real Quadratic Field

H. C. Williams, R. Mollin, A. Granville, 2000, Canadian Journal of Mathematics.

Quadratic polynomials producing consecutive, distinct primes and class groups of complex quadratic fields

R. Mollin, 1996 .

A Brief History of Factoring and Primality Testing B. C. (Before Computers)

R. Mollin, 2002 .

POLYNOMIALS OF PELLIAN TYPE AND CONTINUED FRACTIONS

V. Drensky, R. Mollin, 2001 .

Solution of a problem of Yokoi

H. C. Williams, R. Mollin, 1990 .

Jacobi symbols, ambiguous ideals, and continued fractions

R. Mollin, 1998 .

Orders in quadratic fields, I

R. Mollin, 1993 .

Corrigenda for "A Conjecture of S. Chowla via the Generalized Riemann Hypothesis"

H. C. Williams, R. Mollin, 1988 .

Pell Equations: Non-Principal Lagrange Criteria and Central Norms

R. Mollin, A. Srinivasan, 2012, Canadian Mathematical Bulletin.

A Note on the Negative Pell Equation

R. Mollin, A. Srinivasan, 2010 .

CLASS NUMBER TWO FOR REAL QUADRATIC FIELDS OF RICHAUD-DEGERT TYPE

R. Mollin, 2009 .

New Invariants of Real Quadratic Fields

R. Mollin, H. Yokoi, 1990 .

Class number one criteria for real quadratic fields, II

R. Mollin, 1987 .

Period four and real quadratic fields of class number one

H. C. Williams, R. Mollin, 1989 .

Bounds for Class Numbers of Quadratic Orders

R. Mollin, S. Louboutin, 1995 .

Ambiguous classes in quadratic fields

R. Mollin, 1993 .

POWERS OF 2, CONTINUED FRACTIONS, AND THE CLASS NUMBER ONE PROBLEM FOR REAL QUADRATIC FIELDS $Q(\sqrt{d})$, WITH d ≡ 1 (mod 8)

H. C. Williams, R. Mollin, 1991 .

On powerful numbers

R. Mollin, P. Walsh, 1986 .

Recognizing Primes

R. Mollin, 2007 .

The Riemann Hypothesis From a Logician’s Point of View

R. Mollin, Y. Matijasevich, 1990 .

UNIFORM DISTRIBUTION OF HASSE INVARIANTS

R. Mollin, 1985 .

The uniform distribution group of a commutative ring

G. Greenfield, R. Mollin, 1987 .

The schur group

R. Mollin, F. Meyer, 1985 .

More on the Schur group of a commutative ring

R. Mollin, 1985 .

The Schur group of a commutative ring

R. Mollin, F. Demeyer, 1985 .

Invariants of group rings

R. Mollin, F. Demeyer, 1988 .

Induced p-elements in the Schur group

R. Mollin, 1980 .

Uniform distribution classified

R. Mollin, 1979 .

Herstein's conjecture, automorphisms and the schur group

R. Mollin, 1978 .

Generalized uniform distribution of hasse invariants

R. Mollin, 1977 .

Algebras with uniformly distributed invariants

R. Mollin, 1977 .

U(K) for quadratic fields K

R. Mollin, 1976 .

On the Pair Correlation of Zeros of Dirichlet L-Functions

R. Mollin, A. Özlük, 1990 .

ON TATE-SHAFAREVICH GROUPS OF y 2 = x(x 2 k 2 )

R. Mollin, F. Lemmermeyer, 2003 .

Prime-Producing Quadratics

Richard Mollin, R. Mollin, 1997 .

A note on symmetry and ambiguity

R. Mollin, A. V. D. Poorten, A. Poorten, 1995, Bulletin of the Australian Mathematical Society.

Class Numbers of Real Quadratic Fields, Continued Fractions, Reduced Ideals, Prime-Producing Quadratic Polynomials and Quadratic Residue Covers

R. Mollin, S. Louboutin, H. Williams, 1992, Canadian Journal of Mathematics.

Proof of Relative Class Number One for Almost All Real Quadratic Fields and a Counterexample for the Rest

R. Mollin, 2013 .

A Continued Fraction Approach to the Diophantine Equation ax2 - by2 = 1

R. Mollin, 2000 .

A note on the Diophantine equation .

R. Mollin, 2005 .

Computational Methods For the Resolution of Diophantine Equations

A. Pethö, R. Mollin, 1990 .

ON AN ELEMENTARY APPROACH TO THE LEBESGUE–NAGELL EQUATION

R. Mollin, 2005 .

When the Central Norm Equals 2 in the Simple Continued Fraction Expansion of a Quadratic Surd ∗

R. Mollin, 2003 .

CENTRAL NORMS: APPLICATIONS TO PELL’S EQUATION

R. Mollin, 2009 .

Solutions of Diophantine equations and divisibility of class numbers of complex quadratic fields

R. Mollin, 1996, Glasgow Mathematical Journal.

A Note on the Diophantine Equation D 1 x 2 + D 2 = ak n . ∗

R. Mollin, 2022 .

Cyclotomic Splitting Fields

R. Mollin, 1982, Canadian mathematical bulletin.

Modular Elliptic Curves and Diophantine Problems

R. Mollin, D. Goldfeld, 1990 .

Euler-Rabinowitsch polynomials and class number problems revisited

R. Mollin, A. Srinivasan, 2011 .

The Rabinowitsch-Mollin-Williams Theorem Revisited

Richard A. Mollin, R. Mollin, 2009, Int. J. Math. Math. Sci..

Criteria for Simultaneous Solutions of X 2 − DY 2 = c and x 2 − Dy 2 = −c

R. Mollin, 2002, Canadian Mathematical Bulletin.

Global Versus Local Solvability of Quadratic Diophantine Equations

R. Mollin, 2006 .

CONTINUED FRACTIONS AND CLASS NUMBER TWO

R. Mollin, 2001 .

An introduction to cryptography, Second Edition

Richard A. Mollin, R. Mollin, 2007, Discrete mathematics and its applications.

THE POWER OF POWERFUL NUMBERS

R. Mollin, 1987 .

An Introduction to Cryptography, Second Edition (Discrete Mathematics and Its Applications)

Richard A. Mollin, R. Mollin, 2006 .

Diophantine Equations and Congruences

R. Mollin, 2007 .

Halfway to a solution of $X^2 - DY^2 = -3$

R. Mollin, H. Williams, A. Poorten, 1994 .

Class Groups and Quadratic Diophantine Equations

R. Mollin, 2004 .

An Overview of Sieve Methods

R. A. Mollin, R. Mollin, 2010 .

Residuacity and genus theory of forms

R. Mollin, A. Srinivasan, 2012 .

Some Conjectures Related to Fermat's Last Theorem

Richard Mollin, Andrew Granville, R. Mollin, 1990 .

CLASS NUMBERS OF REAL QUADRATIC ORDERS , GENERALIZED FERMAT NUMBERS , AND EXPONENTIAL DIOPHANTINE EQUATIONS

R. Mollin, 2007 .

On class numbers of quadratic extensions of algebraic number fields

R. Mollin, 1986 .

On the cyclotomic polynomial

R. Mollin, 1983 .

RABINOWITSCH REVISITED

R. Mollin, A. Granville, 2002 .

Rational Functions, Diagonals, Automata and Arithmetic

Richard Mollin, Leonard Lipshitz, L. Lipshitz, 1990 .

Number theory and applications

Richard Mollin, R. Mollin, 1989 .