Zobrazeno 1 - 10
of 752
pro vyhledávání: '"Brooks Jennifer"'
Autor:
Brooks, Jennifer, Curry, Sean, Grundmeier, Dusty, Gupta, Purvi, Kunz, Valentin, Malcom, Alekzander, Palencia, Kevin
We construct CR mappings between spheres that are invariant under actions of finite unitary groups. In particular, we combine a tensoring procedure with D'Angelo's construction of a canonical group-invariant CR mapping to obtain new invariant mapping
Externí odkaz:
http://arxiv.org/abs/2203.03494
Autor:
Wollam, Joshua, Solomon, Michelle, Villescaz, Christiane, Lanier, Marion, Evans, Samantha, Bacon, Corinne, Freeman, David, Vasquez, Alexis, Vest, Alan, Napora, Jim, Charlot, Brittney, Cavarlez, Christine, Kim, Andrew, Dvorak, Lisa, Selfridge, Brandon, Huang, Liming, Nevarez, Andres, Dedman, Harry, Brooks, Jennifer, Frischbutter, Stefan, Metz, Martin, Serhan, Nadine, Gaudenzio, Nicolas, Timony, Gregg, Martinborough, Esther, Boehm, Marcus F., Viswanath, Veena
Publikováno v:
In The Journal of Allergy and Clinical Immunology October 2024 154(4):1033-1043
Publikováno v:
In Molecular and Cellular Endocrinology 1 October 2024 592
We study real bihomogeneous polynomials $r(z,\bar{z})$ in $n$ complex variables for which $r(z,\bar{z}) \|z\|^2$ is the squared norm of a holomorphic polynomial mapping. Such polynomials are the focus of the Sum of Squares Conjecture, which describes
Externí odkaz:
http://arxiv.org/abs/2111.03192
Autor:
Brooks, Jennifer, Grundmeier, Dusty
The goal of this article is to prove the Sum of Squares Conjecture for real polynomials $r(z,\bar{z})$ on $\mathbb{C}^3$ with diagonal coefficient matrix. This conjecture describes the possible values for the rank of $r(z,\bar{z}) \|z\|^2$ under the
Externí odkaz:
http://arxiv.org/abs/2107.14739
Autor:
Lizarralde-Iragorri, Maria A., Parachalil Gopalan, Bindu, Merriweather, Brenda, Brooks, Jennifer, Hill, Mai, Lovins, Dianna, Pierre-Charles, Ruth, Cullinane, Ann, Dulau-Florea, Alina, Lee, Duck-Yeon, Villasmil, Rafael, Jeffries, Neal, Shet, Arun S.
Publikováno v:
In Blood Advances 9 January 2024 8(1):172-182