|
|
Armentrout, Megan |
M.S. |
Gibson, N. L. |
Electromegnetic Inverse Problem for Relaxation Time Distribution in the time - Domain
|
|
|
|
|
Baker, Joel |
M.S. |
Swisher, H. M. |
De Bruijn graphs and their applications to fault tolerant networks
|
|
|
|
|
Brugger, Max |
M.S. |
Waymire, E. C. |
Mathematical models of decision processes for dispersing animals
|
Seterus, Inc. |
|
|
|
Felder, William |
M.S. |
Garity, D. J. |
Examination
|
PhD student at OSU Mathematics |
|
|
|
Grady, Noella |
M.S. |
Escher, C. M. |
The Eight Geometries of the Geometrization Conjecture
|
Linn-Benton Community College |
|
|
|
Harada, Sharon |
M.S. |
Thomann, E.A. |
Fundamental Solution to the Heat Equation with a Discontinuous Diffusion Coefficient and Applications to Skew Brownian Motion...
|
LifeMap |
|
|
|
Hatase, Tatsuhiko |
Ph.D. |
Schmidt, T. A. |
Algebraic Pappus Curves
|
Oregon State University Mathematics (Instructor) |
|
|
|
Jennings-Schaffer, Christopher |
M.S. |
Swisher, H. M. |
Examination |
PhD student at University of Florida, Postdoc at OSU |
|
|
|
Kirk, Anna |
M.S. |
Bokil, V. A. |
The implicit derivative matching technique for Maxwell's equations in complex heterogeneous media
|
|
|
|
|
Klein, Viviane |
Ph.D. |
Peszynska, M. |
Two-grid a-priori and a-posteriori error analysis for coupled elliptic and parabolic systems...
|
Univ. Sao Paolo in San Carlos, Brasil (Postdoc); Federal Univ. Rio de Norte, Natal, Brasil (Assistant Professor) |
|
|
|
Manore, Carrie Anna |
Ph.D. |
Bokil, V. A. |
Non-spatial and spatial models for multi-host pathogen spread in competing species: applications to barley yellow dwarf virus
|
Information Systems and Modeling Group, Los Alamos National Laboratory; First Job: Tulane University (Postdoc); |
|
|
|
Morales, Fernando A. |
Ph.D. |
Showalter, R.E. |
Multiscale Analysis of Saturated Flow in a Porous Medium with Adjacent Thin Channel
|
National University of Colombia, Medellin |
|
|
|
Parker, Forrest |
M.S. |
Finch, D.V. |
Examination |
|
|
|
|
Peterson, Brett |
M.S. |
Thomann, E. A. |
Solution to the Stokes problem using scalar and vector Spherical Harmonics |
Adjunct faculty, Chemeketa Community College; Professor, Arizona Western College |
|
|
|
Rockwell, Daniel |
Ph.D. |
Burton, R. M. |
A reinterpretation, and new demonstrations of, the Borel Normal Number Theorem
|
Oregon State University Mathematics (Instructor) |
|
|
|
Seaders, Nicole |
Ph.D. |
Bogley, W. A. |
Splittings of skeletal homotopy modules
|
Lewis & Clark College, OSU Mathematics |
|
|
|
Sherson, Brian |
M.S. |
Finch, D.V. |
Examination |
PhD student at OSU Mathematics |
|
|
|
Smith, Karen |
M.S. |
Swisher, H. M. |
The Collision of Quadratic Fields, Binary Quadratic Forms, and Modular Forms
|
|
|
|
|
Wing, David |
Ph.D. |
Burton, R. M. |
Notions of complexity in substitution dynamical systems
|
Oregon State University Mathematics (Instructor and Advisor) |
|
|
|
Aniruth, Phon-On |
Ph.D. |
Garity, D. J. |
A thin Codimension-one decomposition of the Hilbert Cube
|
Prince of Songkla University |
|