math    
hope college > academic departments > math > Darin Stephenson     

contents
 
Home <
Courses <
Research <
Publications <
Curriculum Vitae <
Undergraduate Research <
Personal Information <
 

Darin Stephenson's Publications


Published Papers
  1. D. R. Stephenson, Artin-Schelter Regular Algebras of Global Dimension Three, PhD Thesis, University Microfilms International, 1994.
  2. D. R. Stephenson, Artin-Schelter Regular Algebras of Global Dimension Three, Journal of Algebra 183, (1996), 55-73.
  3. D. R. Stephenson, Algebras Associated to Elliptic Curves, Transactions of the AMS 349 (1997), 2317-2340.
  4. D. R. Stephenson and J. J. Zhang, Growth of Graded Noetherian Rings, Proceedings of the AMS 125 (1997), 1593-1605.
  5. P. Check, C. Kriloff and D. R. Stephenson, Invertible Subsets of Affine Root Systems, Journal of Pure and Applied Algebra 131 (1998), 133-142.
  6. D. R. Stephenson, Quantum Planes of Weight (1,1,n), Journal of Algebra 225 (2000), 70-92. You may also download a Corrigendum.
  7. D. R. Stephenson, The probability of being in a state, Solution to Problem 10726, American Mathematical Monthly 107 (2000), 469-470.
  8. D. R. Stephenson and J. J. Zhang, Noetherian Connected Graded Algebras of Global Dimension 3, Journal of Algebra 230 (2000), 474-495.
  9. G. Dietz, R. Higginbottom, and D. R. Stephenson, Quantum 3-spaces which embed weighted quantum planes, Rocky Mountain Journal of Mathematics 35 (2005), 415-444.
  10. M. Vancliff and D. R. Stephenson, Finite quantum P3s that are infinite modules over their centers, Journal of Algebra 297 (2006), 208-215.
  11. M. Vancliff and D. R. Stephenson, Constructing Clifford quantum P3s with finitely many points, Journal of Algebra 312 (2007), 86-110.

Accepted
In Preparation
Papers by Undergraduate Research Students
Reviews

I have refereed articles for the following journals:
  • Journal of Algebra
  • Proceedings of the American Mathematical Society
  • Transactions of the American Mathematical Society
  • Communications in Algebra
I have written reviews of several articles for Mathematical Reviews since 1998. (You or your institution must subscribe to MathSciNet to view these reviews.)