The Richard V. Andree Awards are given annually to the authors of the papers, written by undergraduate students, that have been judged by the officers and councilors of Pi Mu Epsilon to be the best that have appeared in the Pi Mu Epsilon Journal in the past year.
Until his death in 1987, Richard V. Andree was Professor Emeritus of Mathematics at the University of Oklahoma. He had served Pi Mu Epsilon for many years and in a variety of capacities: as President, as Secretary-Treasurer, and as Editor of this Journal.
The following is a list of past recipients of the Richard V. Andree Award:
Year | Place | Author | School | Paper Title |
---|---|---|---|---|
2012 | 1 | Austin Buscher | US Air Force Academy | Approximating Trigonometric Functions with Sums of Generalized Binomial Coefficients |
1 | Samantha Campbell | University of Richmond | From Graphs to Determinants to Matrices | |
1 | Yiran Duan | University of Richmond | From Graphs to Determinants to Matrices | |
1 | Hristiyan Hristov | Ernst & Young | From Graphs to Determinants to Matrices | |
1 | Max Grinchenko | University of Richmond | From Graphs to Determinants to Matrices | |
2011 | 1 | Robert Thijs Kozma | SUNY Stonybrook | Julia Sets of Perturbed Quadratic Maps Converging to the Filled Basilica |
2010 | 1 | Matt Alexander | Youngstown State University | A Curiously Rational Result |
1 | Dan Emmendorfer | Hope College | Classification of Geometric Spirals | |
1 | Martha Precup | University of Notre Dame | Classification of Geometric Spirals | |
1 | Ashley Warren | Otterbein College | Classification of Geometric Spirals | |
1 | Alex Cameron | Hendrix College | Counting Ring Homomorphisms | |
2009 | 1 | Giulia Fanti | Olin College of Engineering | Habitats on Costa Rican Jaguar Populations |
1 | Brian Nowatowski | Princeton University | Habitats on Costa Rican Jaguar Populations | |
1 | Adam Shull | Valparaiso University | Properties of Ideal Divisors | |
1 | John Holmes | Wabash College | Properties of Ideal Divisors | |
2008 | 1 | Joseph David Gastenveld | Northern Kentucky University | Extensions that Yield Quasi p-Groups |
1 | Sharon J. Sternadel | Oregon State University | Circles in a One-Way Street Taxicab Model | |
1 | Melissa Wasson | Hartwick College | Scaling Ratios and Self-Contact in Planar Asymmetric Trees | |
2007 | 1 | Sarah Baker and Larisa Perolli | The George Washington University | Log concavity in lattice path matroids |
2006 | 1 | Colleen Hughes | Denison University | Linked Triangle Pairs in a Straight edge K_6 |
1 | Sara Zasada | Elmhurst College | Working with Block Products | |
2005 | 1 | Aja Johnson | Elon University | Strategies of a Sequenced Game of Chance |
1 | David Nash | Santa Clara University | Cayley Graphs of Symmetric Groups Generated by Reversals | |
1 | Jared Williams | Hendrix College | Extending Wilson's Theorem | |
2004 | 1 | Stephen W. Hruska | Wheaton College | An Alternating Series Expansion for (ln(2))^2 |
1 | Rebekah B. Johnson | Wheaton College | An Alternating Series Expansion for (ln(2))^2 | |
1 | Ryan L. Yates | Wheaton College | An Alternating Series Expansion for (ln(2))^2 | |
1 | Molly McGinty | Washington & Lee University | Geometric Probability for the Space-Time Plane | |
1 | Peter Horn | Hendrix College | Modelling the Impact of Forest Fragmentation on Predator-Prey Populations | |
1 | Ryan D. Westbrook | Texas A&M University | Modelling the Impact of Forest Fragmentation on Predator-Prey Populations | |
2003 | 1 | Patrick Hummel | California Institute of Technology | Solid constructions using ellipses |
2 | John M. Zobitz | St. John's University | Pascal matrices and particular solutions to differential equations | |
3 | Stephanie Libera | St. Olaf College | Some Perfect Order Subset Groups | |
3 | Paul Tlucek | St. Olaf College | Some Perfect Order Subset Groups | |
2002 | 1 | Andrea Douglas | Hope College | Expected Areas of Randomly Generated Triangles |
1 | Courtney Fitzgerald | Niagara University | Expected Areas of Randomly Generated Triangles | |
1 | Scott Mihailik | University of Michigan | Expected Areas of Randomly Generated Triangles | |
1 | Kimberly L. Patti | Saint Louis University | Randomly Generating a Finite Group | |
2001 | 1 | Emilia Huerta-Sanchez | Mills College | Iteration of an Even-Odd Splitting Map |
1 | Aida Navarro-Lopez | University of Puerto Rico in Humacao | Iteration of an Even-Odd Splitting Map | |
1 | David Uminsky | Harvey Mudd College | Iteration of an Even-Odd Splitting Map | |
1 | John Griesmer | Miami University | Results Involving Continuity of the Derivative | |
2000 | 1 | Nitish Dass | St. Olaf College | The Determinant of a (m,n) Pretzel |
1 | Jonathan McGrath | St. Olaf College | The Determinant of a (m,n) Pretzel | |
1 | Erin Urbanski | St. Olaf College | The Determinant of a (m,n) Pretzel | |
1 | Brett Alan Enge | James Madison University | The Search for Tri-Operate Fields | |
1 | Matthew J. Hale | St. Xavier High School | Circular Functions of Multiple Integral Angles | |
1999 | 1 | Xiaolong Ron Yu | Worcester Polytechnic Institute | Curious Numbers |
2 | Jack Samuel Calcut III | Michigan State University | Single Rational Arctangent Identities for Pi | |
3 | Gina Garza | Western Michigan University | Which Graphs Have Planar Shadow Graphs? | |
3 | Natascha Shinkel | Western Michigan University | Which Graphs Have Planar Shadow Graphs? | |
1998 | 1 | Johanna Miller | Duke University | Mauldin-Williams Graphs with Unique Dimension |
1 | C. Ryan Vinroot | North Carolina State University | Mauldin-Williams Graphs with Unique Dimension | |
1 | Tricia Stone | John Carroll University | Where Do My Sequences Lead? | |
1 | Loi Nguyen | University of North Florida | Seeing is Not Always Believing | |
1 | Tu Tran | University of North Florida | Seeing is Not Always Believing | |
1997 | 1 | Marc Fusaro | University of Scranton | A Visual Representation of the Sequence Space |
1 | Danica A. Nowosielski | Russell Sage College | Change Ringing: A Connection Between Mathematics and Music | |
1 | Kerry Smith | Seton Hall University | Rearrangement of Series | |
1996 | 1 | Rick Mohr | Rose-Hulman Institute of Technology | Nearness of Normals |
2 | Ryan Bennink | Hope College | Red Light, Green Light: A Model of Traffic Signal Systems | |
3 | Carolyn Farruggia | University of Scranton | The Elimination of a Family of Periodic Parity Vectors in the 3x+1 Problem | |
3 | Michael Lawrence | University of Scranton | The Elimination of a Family of Periodic Parity Vectors in the 3x+1 Problem | |
3 | Brian Waterhouse | University of Scranton | The Elimination of a Family of Periodic Parity Vectors in the 3x+1 Problem | |
3 | Mark Tomforde | Gustavus Adolphus College | Self-Similarity and Fractal Dimension of Certain Generalized Arthimetical Triangles | |
1995 | 1 | Scott M. Wagner | Hendrix College | Group Generators and Subgroup Lattices |
2 | Kevin Dennis | Michigan State University | Sierpinski n-Gons | |
2 | Julie Varbalow | University of Kentucky | An Application of Partitions to the Factorization of Polynomials over Finite Fields | |
2 | Lars Seme | Hendrix College | Automorphisms of Hasse Subgroup Diagrams for Cyclic Groups | |
1994 | 1 | Gina Aurello | Seton Hall University | On the Rearrangement of Infinite Series |
2 | Rychard J. Bouwens | Hope College | Who Gets the Washers? A Problem in Dividing Resources | |
3 | Michael J. Reske | Carthage College | The Secret Santa Problem | |
1993 | 1 | Jennifer DeBoer | Michigan Technological University | Non-Existence of Certain Unitary Perfect Numbers |
2 | James R. Murphy | Michigan State University | Uniform Embeddings of Graphs | |
2 | Mohammad P. Shaikh | Western Michigan University | Uniform Embeddings of Graphs | |
3 | Carol Clifton | Middle Tennessee State University | Some Operations on Matrix-Valued Expressions | |
3 | Jeremy M. Dover | Worcester Polytechinic Institute and The University of Delaware | Outerplanar Graphs and Matroid Isomorphism | |
1992 | 1 | Nataniel S. Greene | Yeshiva University | Fractorial! |
2 | Michael H. Lin | Stanford University | Rings of Small Order | |
3 | Mark J. Lancaster | Hendrix College | On the Number of Invertible Matrices Over Zpe | |
1991 | 1 | Amy Pinegar | Middle Tennessee State University | Inversions and Adjacent Transpositions |
2 | Shannon Spittler | Miami University | A Math Problem Within an Antique Clock Label | |
3 | Judy Marie Kenney | College of St. Benedict | Turning Triangles into Circles | |
1990 | 1 | Amy Dykstra | Western Michigan University | A Generalization of Odd and Even Vertices in Graphs |
1 | Michelle Shultz | Western Michigan University | A Generalization of Odd and Even Vertices in Graphs | |
2 | Eric Berg | A Family of Fields | ||
3 | Joel Atkins | Rose-Hulman Institute of Technology | Regular Polygon Targets | |
1988 | 1 | James E. Georges | California Polytechnic State University | Maximal Polygons for Equitransitive Periodic Tilings |
1 | Annette M. Matthews | Portland State University | Maximal Polygons for Equitransitive Periodic Tilings | |
2 | Melanie L. Butt | Middle Tennessee State University | Automorphism Groups of Hasse Subgroup Diagrams for Groups of Low Order | |
3 | Robert A. Coury | University of Washington | A Continued Fraction Approach for Factoring Large Numbers | |
1987 | 1 | Wah Keung Chan | McGill University | On the Largest RAT-Free Subset of a Finite Set of Points |
2 | Jennifer Zobitz | College of St. Benedict | Fractals: Mathematical Monsters | |
3 | Kelley Ann Chambers | University of Dayton | The Isomorphism of the Lattice of Congruence Relations on a Group and the Lattice of Normal Subgroups of a Group | |
1986 | 1 | Kirk Weller | Hope College | Lattices of Periodic Functions |
2 | John Reid Perkins | Oakland University | The Adequacy of { ~ , Æ,?} for Gödel Many-Valued Logics | |
3 | Janet Eckoff | Albion College | Random Cantor Sets | |
1985 | 1 | Donald John Nicholson | Iowa State University | A Ubiquitous Partition of Subsets of Rn |
2 | Ruth Brisbin | Plant H.S. | Taxicab Trigonometry | |
2 | Paul Artola | University of South Florida | Taxicab Trigonometry | |
3 | Julie Yancey | Fort Lewis College | Edge-Labelled Trees | |
1982 | 1 | Bradley D. Strand | Carleton College | Vector Subspaces of Magic Squares |
2 | Karen Cunningham | University of Texas at Arlington | A Simple Model for Two Interacting Species and the Principle of Competitive Exclusion | |
3 | Ravi Salgia | Loyola University of Chicago | Volume of An n-Dimensional Unit Sphere | |
1981 | 1 | Gary Ricard | South Dakota School of Mines and Technology | A Comparison of Computer Algorithms to Solve for Knight's Tour |
2 | Sandra L. Cousins | Hendrix College | Singular Functions | |
3 | Michael L. Orrick, Jr. | Macalester College | The Area of a Triangle Formed by Three Lines | |
1980 | 1 | Ziad Haddad | UCLA | Two Remarks on the Quaternions |
2 | Robert C. Smith | University of Arkansas | Uniform Algebras and Scattered Spaces | |
3 | Alma E. Posey | Hendrix College | Rolling Cones | |
1979 | 1 | Deborah L. Massari | University of Akron | The Probability of Generating A Cyclic Group |
2 | Julie D. Anderson | Hendrix College | Non-linear Additive Functions | |
3 | Michael J. Young | Portland State University | A Matrix Model for Use in Population Ecology | |
1978 | 1 | Robert Antol | Iowa State University | The Perfect Numbers and Pascal's Triangle |
2 | Debra Lea Gutridge | Muskingum College | Mathematical Curiosities | |
3 | Jackie L. Lawrence | Western Kentucky University | Numerical Integration by Polynomial Interpolation | |
1976 | 1 | Brent Hailpern | University of Denver | Continuous Non-differentiable Functions |
2 | Philip D. Olivier | Texas Tech University | Two Applications of Pseudoinverses | |
3 | Karen M. Lesko | Central Missouri State University | A Generalization to Almost Divisible Groups | |
1975 | 1 | Daniel Minoli & Robert Bear | Polytechnic Institute of New York | Hyperperfect Numbers |
2 | Mary Zimmerman | Western Michigan State University | Matrix Multiplication as an Application of the Principle of Combinatorial Analysis | |
3 | Lonnie J. Kuss | Texas Tech University | A Conformal Group on an n-Dimensional Euclidean Space | |
1974 | 1 | Charles D. Keys | Lousiana State University | Graphs Critical for Maximal Bookthickness |
2 | S. Brent Morris | Duke University | The Basic Mathematics of the Faro Shuffle | |
3 | H. Joseph Straight | Western Michigan University | Applications of Finite Differences to the Summation of Series | |
1973 | 1 | S. W. Talley | Western Kentucky University | Niceness of the Socle and a Characterization of Groups of Bounded Order |
2 | Daniel Minoli | Polytechnic Institute of New York | Use of Matrices in the Four Color Problem | |
3 | Roseann Moriello | Seton Hall University | Partial Differentiation on a Metric Space | |
1972 | 1 | Sidney Graham | The University of Oklahoma | On "Almost Unitary Perfect" Numbers |
1 | Christopher Scussel | Michigan State University | Goldbach's Conjecture | |
2 | Joseph J. Buff | New York University | Characterization of an Analytic Function of a Quaternion Variable | |
3 | Lee Ratzan | Courant Institute of Mathematical Sciences | Comments on the Properties of Odd Perfect Numbers | |
3 | Frank L. Capobianco | College of the Holy Cross | Spec (R) for a Particular R | |
1971 | 2 | Martin Swiatkowski | John Carroll University | Wronskian Identities |
3 | Thomas R. Bingham | State University of the New York College at Fredonia | Newton and the Development of the Calculus | |
1969 | 1 | Robert L. Devaney | College of the Holy Cross | Lens Spaces as Coset Spaces |
2 | Michael Kopkas | John Carroll University | Partial Sums of Certain Infinite Series of Polygonal Numbers | |
3 | Douglas Townsend | Ohio State University | A Generalization of Subnet with Some Resulting Improvements in Moore-Smith Convergence Theory | |
3 | George Benkart | Ohio State University | A Generalization of Subnet with Some Resulting Improvements in Moore-Smith Convergence Theory | |
1968 | 1 | Daniel E. Putnam | University of Illinois | An Easier Condition Than Total Boundedness |
2 | Jerome M. Katz | Brooklyn College | An Interesting Mapping of Two Fields | |
1967 | 3 | Dennis Spellman | Temple University | On Hula Hoops |
1966 | 1 | James Williams | Carleton College | A Multiplication-Free Characterization of Reciprocal Addition |