J. Szigeti

发表

Generalized colorings and avoidable orientations

Z. Tuza, J. Szigeti, 1997, Discuss. Math. Graph Theory.

Which self-maps appear as lattice anti-endomorphisms?

S. Foldes, J. Szigeti, 2014, 1411.3481.

The maximum dimension of a Lie nilpotent subalgebra of $\boldsymbol {\mathbb {M}_n(F)}$ of index $\boldsymbol {m}$

J. Szigeti, L. Wyk, M. Ziembowski, 2016, Transactions of the American Mathematical Society.

A Half-Space Approach to Order Dimension

S. Foldes, J. Szigeti, 2007, Order.

Which self-maps appear as lattice anti-endomorphisms?

S. Foldes, J. Szigeti, 2015, Algebra universalis.

A power Cayley-Hamilton identity for n × n matrices over a Lie nilpotent ring of index k

J. Szigeti, L. Wyk, Szilvia Szilágyi, 2019, Linear Algebra and its Applications.

On Lie Nilpotent Rings and Cohen's Theorem

J. Szigeti, L. van Wyk, 2015, 1501.00787.

Determinants for n × n matrices and the symmetric Newton formula in the 3 × 3 case

J. Szigeti, L. van Wyk, 2014 .

Matrix representations of finitely generated Grassmann algebras and some consequences

L. Márki, J. Szigeti, Johan Meyer, 2013, 1307.0292.

The symmetric determinant for n x n matrices and the symmetric Newton formula in the 3 x 3 case

J. Szigeti, L. Wyk, 2012 .

Linear algebra in lattices and nilpotent endomorphisms of semisimple modules

J. Szigeti, 2008 .

Subrings which are closed with respect to taking the inverse

J. Szigeti, L. Wyk, 2007, 0707.0447.

New determinants and the Cayley-Hamilton Theorem for matrices over Lie nilpotent rings

J. Szigeti, 1997 .

Algebras Generated by Two Quadratic Elements

V. Drensky, J. Szigeti, L. van Wyk, 2009, 0911.5431.

Cayley Hamilton theorem with sandwich coefficients for n$\times$n matrices over a ring satisfying [x,y][u,v]=0

J. Szigeti, 2011, 1106.3223.

Cayley-Hamilton Theorem for Matrices over an Arbitrary Ring

J. Szigeti, 2006 .