For the Editorial Board of IJCR, please see
http://www.math.ndsu.Nodak.edu/faculty/coykenda/ijcr.html

 

VOLUME # 1, First Issue of IJCR
 

1. Robert Gilmer
A Note on finitely generated ideals of an arithmetical ring?

2. Tiberiu Dumitrescu, Nicolae Radue, and Muhammad Zafrullah
Primes that become primal in a pull back

3. Hwankoo Kim
Elasticity of factorizations in graded integral domains

4. David F. Anderson, Said El Baghdadi, and Salah-Eddine Kabbaj
The homogeneous class group of A + XB[x] domains

5. D. D. Anderson, Dong Kwak, and Muhammad Zafrullah
Some remarks on distinguished domains

VOLUME # 1,  Second Issue

  1. David E. Dobbs,  “G-domain pairs.”
  2. Abdeslam  Mimouni, “Star-operations and trace properties.”
  3. Gyu Whan Chang, “ Generalization of pseudo-valuation rings.”
  4. Ayman Badawi, “ On Divided rings and phi-pseudo-valuation rings.”

VOLUME # 1,  Third Issue

  1. Grady D. Bullington, “ Sums and intersections of submodules of a free module over a finite special principal ideal ring,”  (Communicated by David. E. Dobbs)
  2. Jim Coykendall , “GD(1) and GD(2) are not preserved in integral closure,” (Communicated by Ayman Badawi)
  3. Frank DeMeyer and Kim Schneider, “ Automorphisms and zero divisor graphs of commutative rings,” (Communicated by David F. Anderson)
  4. Vincenzo Micale, “Normal maximal ideal in one-dimensional local rings,” (Communicated by Marco Fontana) 

VOLUME # 1,  Fourth Issue

  1. Pat Goeters  AND  Bruce Olberding,  “On locally isomorphic torsion-free modules,”  Communicated  by Daniel  D. Anderson
  2. David E. Dobbs “ON chains of overrings of an integral domain,”  Communicated by  Ayman Badawi
  3. RYUKI MATSUD,  “A Note on the number of semistar-operations, III,”  Communicated by  Ayman Badawi
  4. V. Micale  AND  G. Molica  AND B.Torrisi,  “Order bases of subalgebras of k[[X]],”  Communicated   by  Santiago  Zarzuela
  5. J. C. Rosales  AND   M. B. Branco,  “Three families of free numerical semigroups with arbitrary embedding dimension,”  Communicated  by  Marco Fontana
  6. Shane P. Redmond,   “THE ZERO-DIVISOR GRAPH OF A NON-COMMUTATIVE RING,”   Communicated by  David  F.  Anderson

 

VOLUME  2, First Issue

  1.   David F. Anderson and Gyu Whan Chang,  “The class group of  D[X^2, X^3],” Communicated by Muhammad Zafrullah.

  2.  C. Baetica, “ Divisors on Varieties of Antisymmetric Matrices,” Communicated by Ralf Froberg.

  3.  Hasan Yousef,, “ ON quasi-$\phi$-chained rings, ”  Communicated by Ayman Badawi.

  4.  M. D'Anna  and V. Micale, “Construction of one-dimensional rings with fixed value of  $t(R)\lambda_R(R/\mathfrak C)-\lambda_R(\overline R/R)$,” Communicated by Ralf Froberg.

  5.  C. JAYARAM , “A Note on Locally Finitely Generated Submodules,” Communicated by Daniel D. Anderson.

  6.  David E. Dobbs,” TREED DOMAINS HAVE GRADE 1,” Communicated by Ayman Badawi.

  7.  J. C. Rosales,   P. A. Garc ,  J. I. Garc, and  M. B. Branco, “ Numerical semigroups with maximal embedding dimension,” Communicated by  Marco Fontana

VOLUME  2, Second Issue

  1. On the set of artinian subrings of a  commutative ring, by L. Izelgue  AND  D. Karim, Communicated by Salah-Eddine Kabbaj

  2. Commutative rings in which every principal ideal is a finite product of primary ideals, by  C. JAYARAM ,  Communicated by David  F.  Anderson

  3. ON THE STRONG GOING-BETWEEN AND GENERALIZED GOING-DOWN PROPERTIES OF RING HOMOMORPHISMS  by   David Dobbs,  Communicated by Jim Coykendall

  4. ROPERTIES OF U-FACTORIZATIONS  by Michael Axtell,  Sylvia Forman, Nick Roersma, and Joe Stickles Communicated by Daniel D. Anderson

  5. ON THE DIMENSIONS OF THE SUBRINGS OF A COMMUTATIVE RING by   R. Douglas Chatham,  Communicated by  David E. Dobbs

Volume 2, Third Issue

  1. Andreas Foroutan, “Monotone Chains of Factorizations,”   Communicated by Scott Chapman.

  2. A. Mimouni & M. Samman, “SEMISTAR-OPERATIONS ON VALUATION DOMAINS,” Communicated by Marco Fontana.

  3. David E. Dobbs and Andrew J. Hetzel, “ON SUMS OF TWO DISTINCT UNIT FRACTIONS WITH POLYNOMIAL DENOMINATORS,” Communicated by Ayman Badawi.

  4. D. D. Anderson,, Pramod K. Sharma, and Muhammad  Zafrullah,  “Factorization of Certain Sets of Polynomials in an Integral Domain,” Communicated by Ayman Badawi.

Volume 2, 4th Issue

  1. H. Lombardi ,  Constructions cach'ees en alg`bre abstraite (5) Principe local-global de Pfister et variantes , Communicated by Paul-Jean Cahen.

  2. Neal O.  Smith, Planar Zero-Divisor Graphs,  Communicated by David F. Anderson.

  3. RYUKI  MATSUDA,  Note on the number of semistar operations, VI,  Communicated by Ayman Badawi.

  4. David E. Dobbs  AND  Gretchen L. Matthews , ON A QUESTION OF WILF CONCERNING NUMERICAL SEMIGROUPS Communicated by Jim Coykendall.

 

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