Zobrazeno 1 - 6
of 6
pro vyhledávání: '"Sukarto, Eunice"'
Autor:
"q-binomials, The 2020 Polymath Jr. REU, group", the Grassmannian, Ahmed, Huda, Chishti, Rasiel, Chiu, Yu-Cheng, Dorpalen-Barry, Galen, Ellis, Jeremy, Fang, David, Feigen, Michael, Feigert, Jonathan, González, Mabel, Harker, Dylan, Wei, Jiaye, Joshi, Bhavna, Kulkarni, Gandhar, Lad, Kapil, Liu, Zhen, Mingyang, Ma, Myers, Lance, Nigam, Arjun, Popescu, Tudor, Reiner, Victor, Rong, Zijian, Sukarto, Eunice, Villamil, Leonardo Mendez, Wang, Chuanyi, Wang, Napoleon, Yamin, Ajmain, Yu, Jeffery, Yu, Matthew, Zhang, Yuanning, Zhu, Ziye, Zijian, Chen
Publikováno v:
Involve 15 (2022) 271-288
This paper studies, for a positive integer $m$, the subalgebra of the cohomology ring of the complex Grassmannians generated by the elements of degree at most $m$. We build in two ways upon a conjecture for the Hilbert series of this subalgebra due t
Externí odkaz:
http://arxiv.org/abs/2011.03179
Autor:
Colmenarejo, Laura, Harris, Pamela E., Jones, Zakiya, Keller, Christo, Rodríguez, Andrés Ramos, Sukarto, Eunice, Vindas-Meléndez, Andrés R.
We recall that the $k$-Naples parking functions of length $n$ (a generalization of parking functions) are defined by requiring that a car which finds its preferred spot occupied must first back up a spot at a time (up to $k$ spots) before proceeding
Externí odkaz:
http://arxiv.org/abs/2009.01124
Autor:
Sukarto, Eunice
Given two elements of a vector space acted on by a reductive group, we ask whether they lie in the same orbit, and if not, whether one lies in the orbit closure of the other. We develop techniques to optimize the orbit and orbit closure algorithms an
Externí odkaz:
http://arxiv.org/abs/2006.11688
Autor:
Seigal, Anna, Sukarto, Eunice
We explore the connection between the rank of a polynomial and the singularities of its vanishing locus. We first describe the singularity of generic polynomials of fixed rank. We then focus on cubic surfaces. Cubic surfaces with isolated singulariti
Externí odkaz:
http://arxiv.org/abs/1909.12538
Autor:
'q-binomials, The 2020 Polymath Jr. REU, group\\', the Grassmannian, Ahmed, Huda, Chishti, Rasiel, Chiu, Yu-Cheng, Dorpalen-Barry, Galen, Ellis, Jeremy, Fang, David, Feigen, Michael, Feigert, Jonathan, González, Mabel, Harker, Dylan, Wei, Jiaye, Joshi, Bhavna, Kulkarni, Gandhar, Lad, Kapil, Liu, Zhen, Mingyang, Ma, Myers, Lance, Nigam, Arjun, Popescu, Tudor, Reiner, Victor, Rong, Zijian, Sukarto, Eunice, Villamil, Leonardo Mendez, Wang, Chuanyi, Wang, Napoleon, Yamin, Ajmain, Yu, Jeffery, Yu, Matthew, Zhang, Yuanning, Zhu, Ziye, Zijian, Chen
This paper studies, for a positive integer $m$, the subalgebra of the cohomology ring of the complex Grassmannians generated by the elements of degree at most $m$. We build in two ways upon a conjecture for the Hilbert series of this subalgebra due t
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_dedup___::528b7532a2170ed9c9fee88d57b2d284
Autor:
SEIGAL, ANNA, SUKARTO, EUNICE
Publikováno v:
Le Matematiche; 2020, Vol. 75 Issue 2, p575-594, 20p
