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Rose-Hulman NSF-REU - Publications and Dissemination SitesRose-Hulman NSF-REU Dissemination Sites
Rose-Hulman NSF-REU Technical Report Series (MSTR)** part of the Rose-Hulman Mathematical Sciences Technical Report Series (MSTR)Request copies from allen.broughton@rose-hulman.edr 2005MSTR 05-01 Time-Dependent Thermal Imaging of Circular Inclusions, Donald Brown and Mark Hubenthal MSTR 05-02 Thermal Imaging of Circular Inclusions within a Two-Dimensional Region, Hilary Spring and Shannon Talbott 2004MSTR 04-02 Determining the Length of a One-Dimensional Bar, Natalya Yarlikina and Holly Walrath MSTR 04-03 Non-Destructive Testing of Thermal Resistances for a Single Inclusion In a 2-Dimensional Domain, Nicholas Christian and Mathew A. Johnson MSTR 04-04 Reconstruction of Partially Conductive Cracks using Boundary Data, David McCune and Janine Haugh 2003MSTR 03-01 When Abelian Groups Split, Robert C. Rhoades, Rachel L. Thomas 2002MSTR 02-02 Hyperbolic Billiard Paths, Rebecca Lehman, Chad White MSTR 02-07 Pigeon-Holing Monodromy Groups: Niles G. Johnson MSTR 02-08 The Galois Correspondence for Branched Covering Spaces and Its Relationship to Hecke Algebras: Matt Ong MSTR 02-09 Applications of Graph Theory to Separability: Stepehen Young MSTR 02-10 Characterizing a Defect in a One-Dimensional Bar: Cynthia Gangi and Sameer Shah MSTR 02-13 Tilings of Low-Genus Surfaces by Quadrilaterals: John Gregoire and Isabel Averill MSTR 02-14 Fast Reconstruction of Cracks Using Boundary Measurements, Rachel M. Krieger and Nic A. Trainor MSTR 02-15 Reconstruction of Cracks with Unknown Transmission Condition from Boundary Data, F. Ron Ogborne and Melissa E. Vellala. 2001MSTR 01-01 Triangular Surface Tiling Groups for Low Genus: S. Allen Broughton, Robert M. Dirks, Maria T. Sloughter, C. Ryan Vinroot2000MSTR 00-01 Cwatset Isomorphism and its Consequences: Carolyn M. Girod, Matthew Lepinski, Joseph R. Mileti, Jennifer R. PaulhusMSTR 00-03 Lengths of Geodesics on Klein's Quartic Curve: Ryan Derby-Talbot MSTR 00-05 Classification of Cwatsets Through Order 23, Dennis Lin, Ben Goodwin MSTR 00-08 Quest for Tilings on Riemann Surfaces of Genus Six and Seven: Robert M. Dirks and Maria T. Sloughter MSTR 00-09 Lengths of Systoles on Tileable Hyperbolic Surfaces: Kevin Woods MSTR 00-10 Separability of Tilings: Nick Baeth, Jason Deblois, and Lisa Powell
1999MSTR 99-01 Automorphic Subsets of the n-Dimensional Cube are Translations of Cwatsets: Matthew LepinskiMSTR 99-02 Tilings Which Split at a Mirror: Jim Belk MSTR 99-04 Divisible Tilings in the Hyperbolic Plane: S. Allen Broughton, Dawn M. Haney, Lori T. McKeough and
1998MSTR 98-02 Symmetry and Tiling Groups for Genus 4 and 5: C. Ryan VinrootMSTR 98-04 Quadrilaterals Subdivided by Triangles in the Hyperbolic Plane: Dawn M. Haney and Lori T. McKeough
1997MSTR 97-01 Generalized Conjugacy Classes: Pramod N. AcharMSTR 97-02 The Link between Scrambling Numbers and Derangements: Barry Balof, Eric Farmer, Jamie Kawabata MSTR 97-03 Ovals Intersections in Tilings on Surfaces: Dennis A. Schmidt
1996MSTR 96-03 CWATSETS: Weights, Cardinalities, and generalizations Richard Mohr
1995MSTR 95-01 Conjugacy Classes of Triple Products in Finite Groups: Kevin Hutson and Emily SalvoMSTR 95-02 An Elementary Proof That Finite Groups Lack Unique Product Structures: Matthew Cushman MSTR 95-06 Rectangular Groups: N. Fiala, C. Hanscom, P. Keenan and T. Tran
1994MSTR 94-01 Finite Groups Can Be Arbitrarily Hamiltonian: Stephen Ahearn and Mark HuberMSTR 94-02 Computing Order Classes of Triple Products in Finite Groups: Scott Annin and Jennifer Ziebarth MSTR 94-03 Square Roots of Finite Groups: Kashi Abhyankar and Daniel Grossman MSTR 94-06 Square Roots of Finite Groups -- II: Matthew Devos, David McAdams and Rebecca Rapoport MSTR 94-07 Distinct Products of Triples in Finite Groups: Curtis Z. Mitchell
1993MSTR 93-01 When is the Number of p-Subgroups of a Group Satisfying a Property Congruent to 1 Mod p?: Jason Fulman and Jeff VanderkamMSTR 93-02 Hypergraph Representations and Orders of Cwatsets: Julie Kerr MSTR 93-04 Bounds on Squares of Two-Sets: Dan Slilaty and Jeff Vanderkam 1992MSTR 92-01 Data on Four-Rewriteability in Finite Groups: Sharon A. KinekeMSTR 92-02 Rewriteability, Commutators and Fundamental n-Rewritings: Lawren Smithline MSTR 92-03 A4-Rewriteability: Eric Wepsic, Kevin O'Bryant and Lawren Smithline MSTR 92-04 Some Facts About Cycles and Tidy Groups: K. O'Bryant, D. Patrick, L. Smithline and E. Wepsic MSTR 92-05 Counting Nilpotent Pairs in Finite Groups: Some Conjectures: H. Dubose-Schmidt, M. D. Galloy and D. L. Wilson MSTR 92-06 Some Upper Bounds for Commutativity and Cyclicity Measures in Finite Groups: D. Patrick, C. Sugar and E. Wepsic MSTR 92-07 The 2/3 Bound for Rewriteable n-Tuples: L. M. Smithline and C.A. Sugar MSTR 92-08 Counting Nilpotent Pairs: J. Fulman, M. Galloy and J. Vanderkam MSTR 92-09 Divisibility By |G| for Powers of Ordered k-Sets: Jeffery M. Vanderkam MSTR 92-10 Cubing Ordered 2-Sets: Jeffery M. Vanderkam 1991MSTR 91-02 An Upper Bound for 3-Rewriteability in Finite Groups: Jordan EllenbergMSTR 91-04 Counting Centralizers in Finite Groups: Sarah Marie Belcastro and Gary J. Sherman MSTR 91-05 Cyclicizers, Centralizers and Normalizers: David Patrick and Eric Wepsic MSTR 91-06 More Upper Bounds for the 3-Rewriteability of Non-3-Rewriteable Groups: Eric Wepsic
1990MSTR 90-01 Maximal Order Three-Rewriteable Subgroups of Symmetric Groups: John T. O'BryanMSTR 90-02 A Numerical Approach to Rewriteability in Finite Groups: J. L. Leavitt, G. J. Sherman and M. E. Walker MSTR 90-03 Fibonacci Sequences in Finite Groups: Steven W. Knox MSTR 90-04 Sets of Typical Subsamples: Joel E. Atkins and Gary J. Sherman MSTR 90-05 How Hamiltonian Can a Finite Group Be?: G. J. Sherman, T. J. Tucker and M. E. Walker MSTR 90-06 Rewriteable Sequencings of Groups: Jeanne Nielsen MSTR 90-08 Dihedral Rewriteablility: Cheryl P. Grood MSTR 90-09 Some Facts About Cwat-Sets: Martin Wattenberg
Rose-Hulman NSF-REU Refereed PublicationsPlease request copies of papers from the authors.
Other ArticlesPublications by non-REU undergraduates resulting from REU work and in consultation with REU faculty mentors.
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| This document was last modified: 12/06/06 Questions and Comments to: kurt.bryan@rose-hulman.edu |