Nolan R. Wallach
Affiliations: | University of California, San Diego, La Jolla, CA |
Area:
MathematicsGoogle:
"Nolan Wallach"Children
Sign in to add traineeJeb F. Willenbring | grad student | 2000 | UCSD |
Jeremy L. Martin | grad student | 2002 | UCSD |
Rino Sanchez | grad student | 2003 | UCSD |
Mark Colarusso | grad student | 2007 | UCSD |
Orest Bucicovschi | grad student | 2008 | UCSD |
Oded Yacobi | grad student | 2009 | UCSD |
Raul Gomez | grad student | 2011 | UCSD |
Asif Shakeel | grad student | 2011 | UCSD |
Nelson J. Townsend | grad student | 2013 | UCSD |
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Publications
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Sauerwein D, Wallach NR, Gour G, et al. (2018) Transformations among Pure Multipartite Entangled States via Local Operations are Almost Never Possible Physical Review X. 8 |
Lebl J, Shakeel A, Wallach N. (2018) Unentangled measurements and frame functions Journal of Mathematical Physics. 59: 62107 |
Gour G, Kraus B, Wallach NR. (2017) Almost all multipartite qubit quantum states have trivial stabilizer Journal of Mathematical Physics. 58: 092204 |
Garsia A, Sergel Leven E, Wallach N, et al. (2017) A new plethystic symmetric function operator and the rational compositional shuffle conjecture at t = 1/q Journal of Combinatorial Theory. Series A. 145: 57-100 |
Lebl J, Shakeel A, Wallach N. (2016) Local distinguishability of generic unentangled orthonormal bases Physical Review a - Atomic, Molecular, and Optical Physics. 93 |
Gour G, Wallach NR. (2013) Classification of multipartite entanglement of all finite dimensionality. Physical Review Letters. 111: 060502 |
Do Carmo MP, Wallach NR. (2012) Minimal immersions of spheres into spheres Manfredo P. Do Carmo-Selected Papers. 93-112 |
Gomez R, Wallach NR. (2012) Bessel models for general admissible induced representations: the compact stabilizer case Selecta Mathematica-New Series. 18: 1-26 |
Gour G, Wallach NR. (2011) Necessary and sufficient conditions for local manipulation of multipartite pure quantum states New Journal of Physics. 13 |
Garsia A, Wallach N, Xin G, et al. (2009) Hilbert series of invariants, constant terms and Kostka–Foulkes polynomials Discrete Mathematics. 309: 5206-5230 |