A geometrization of Stanley–Reisner theory
FS de Salas, AT Sancho - Journal of Pure and Applied Algebra, 2024 - Elsevier
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Stanley-Reisner Rings
R Fröberg - Commutative Algebra: Expository Papers Dedicated to …, 2021 - Springer
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Menu Find a journal Publish with us Track your research Search Cart Book cover Commutative …
Menu Find a journal Publish with us Track your research Search Cart Book cover Commutative …
A survey of Stanley–Reisner theory
CA Francisco, J Mermin, J Schweig - Connections between algebra …, 2014 - Springer
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Some formulas in the Steenrod algebra
FP Peterson - Proceedings of the American Mathematical Society, 1974 - JSTOR
Some Formulas in the Steenrod Algebra Page 1 PROCEEDINGS OF THE AMERICAN
MATHEMATICAL SOCIETY Volume 45, Number 2, August 1974 SOME FORMULAS IN THE …
MATHEMATICAL SOCIETY Volume 45, Number 2, August 1974 SOME FORMULAS IN THE …
Ordered Fields, Real Closed Fields
J Bochnak, M Coste, MF Roy, J Bochnak… - Real Algebraic …, 1998 - Springer
The first three sections of this chapter briefly review Artin-Schreier theory: ordered fields, real
fields, real closed fields and the real closure of an ordered field. The fourth section is …
fields, real closed fields and the real closure of an ordered field. The fourth section is …
A tutorial on Grassmann-Cayley algebra
NL White - Invariant methods in discrete and computational …, 1995 - Springer
The Grassmann-Cayley algebra is first and foremost a means of translating synthetic
projective geometrie statements into invariant algebraic statements in the bracket ring, which …
projective geometrie statements into invariant algebraic statements in the bracket ring, which …
[PDF][PDF] On Stanley-Reisner rings of reduction number one
M Barile, M Morales - Annali della Scuola Normale Superiore di Pisa …, 2000 - numdam.org
In this paper we study a particular class of algebraic varieties, which are the finite unions of
linear spaces. For a suitable choice of the system of coordinates these varieties are defined …
linear spaces. For a suitable choice of the system of coordinates these varieties are defined …
[PDF][PDF] Deforming Stanley-Reisner rings
K Altmann, JA Christophersen - arXiv preprint math.AG/0006139, 2008 - Citeseer
A simplicial complex X gives rise to both an affine and a projective scheme over an
algebraically closed field k via its Stanley-Reisner ring. We call these schemes A (X) and P …
algebraically closed field k via its Stanley-Reisner ring. We call these schemes A (X) and P …
[PDF][PDF] Generalized Dickson invariants
D Arnon - 1994 - dspace.mit.edu
The action of the GL (n 2 on an n-dimensional vector space induces an action on the
symmetric algebra over this vector space. The invariants of this action were computed by LE …
symmetric algebra over this vector space. The invariants of this action were computed by LE …
Deforming stanley–reisner schemes
K Altmann, JA Christophersen - Mathematische Annalen, 2010 - Springer
Mathematische Annalen Page 1 Math. Ann. (2010) 348:513–537 DOI 10.1007/s00208-010-0490-x
Mathematische Annalen Deforming Stanley–Reisner schemes Klaus Altmann · Jan Arthur …
Mathematische Annalen Deforming Stanley–Reisner schemes Klaus Altmann · Jan Arthur …