|
|
Author | Title | Subject | Date | Publication Type |
1 |
|
Kelly, Brendan | A finite index subgroup of BN(OS) with infinite dimensional cohomology | Cohomology operations; homology theory; group theory; mathematics - research | 2014-05 | dissertation |
2 |
|
Thaler, Andrew E. | Bounds on the volume of an inclusion in a body and cloaking due to anomalous localized resonance | Anomalous localized resonance; Electrical impedance tomography; Size estimation; Superlens; Volume fraction | 2014-08 | dissertation |
3 |
|
Magi, Ross | Dynamic behavior of biological membranes | Applied Mathematics; Cellular biology; Mathematics | 2014-12 | dissertation |
4 |
|
Kordy, Michal Adam | Efficient computational methods for electromagnetic imaging with applications to 3D magnetotellurics | Applied Mathematics; Geophysics; Mathematics | 2014-12 | dissertation |
5 |
|
Chan, Kei Yuen | Extensions of graded affine Hecke algebra modules | Extension of modules; Hecke algebras; Homological algebra; p-adic groups | 2014-12 | dissertation |
6 |
|
Zhang, Yuchen | Generic vanishing, pluri-canonical maps and volume of isolated sigularity | Pluri-canonical maps; Isolated singularity | 2014-05 | dissertation |
7 |
|
Cobb, Sarah Christine | H2(SL2 (Z[t,t-1]) ;Q) is infinite-dimensional | Mathematics | 2014-05 | dissertation |
8 |
|
Ertl, Veronika | Overconvergent chern classes and higher cycle classes | Arithmetic geometry; K-theory; p-adic Hodge theory | 2014-05 | dissertation |
9 |
|
Chen, Chih-Chieh | Semistable conjecture via k-theory: integral case | K-theory; P-adic Hodge theory | 2014-05 | dissertation |
10 |
|
Mann, Brian | Some hyperbolic out (Fn)-graphs and nonunique ergodicity of very small Fn-trees | Geometry; Topology | 2014-08 | dissertation |
11 |
|
Leibman, Sonya | Stability under powers of minset of hyperbolic irreducible automorphism | Geometric group theory; Minset; Outer space | 2014-08 | dissertation |
12 |
|
Burkhard, David B. | Techniques for climate modeling | | 2014-12 | thesis |
13 |
|
Zwick, Patrick Dylan | Variations on a theme of symmetric tropical matrices | Algebraic geometry; Tropical geometry | 2014-12 | dissertation |