A Pollard type result for restricted sums C Caldeira, JAD da Silva Journal of Number Theory 72 (2), 153-173, 1998 | 12 | 1998 |
Invariant factors of products over elementary divisor domains C Caldeira, JF Queiró Linear Algebra and its Applications 485, 345-358, 2015 | 7 | 2015 |
The invariant polynomials degrees of the Kronecker sum of two linear operators and additive theory C Caldeira, JAD da Silva Linear Algebra and its Applications 315 (1-3), 125-138, 2000 | 6 | 2000 |
Generalized derivations restricted to Grassmann spaces and additive theory C Caldeira Linear algebra and its applications 401, 11-27, 2005 | 3 | 2005 |
Critical pairs of matrices for the degree of the minimal polynomial of the Kronecker sum C Caldeira Linear and Multilinear Algebra 42 (1), 73-88, 1997 | 2 | 1997 |
Sums of orbits of integral matrices C Caldeira, JF Queiró Linear and Multilinear Algebra 66 (12), 2421-2429, 2018 | 1 | 2018 |
Young symmetrizers and additive theory C Caldeira, JAD da Silva Linear and Multilinear Algebra 51 (4), 339-359, 2003 | 1 | 2003 |
A note on invariant factors C Caldeira, JF Queiró Categorial methods in Algebra and Topology (Special volume in honour of …, 2014 | | 2014 |
Pairs of sets with small sumset and small periodic product-set C Caldeira Linear Algebra and its Applications 436 (6), 1689-1700, 2012 | | 2012 |
Critical operators for the degree of the minimal polynomial of derivations restricted to Grassmann spaces C Caldeira Linear algebra and its applications 424 (2-3), 492-509, 2007 | | 2007 |
A Lower Bound for the Deree of the Minimal Polynomial of the Kronecker Product C Caldeira Linear and Multilinear Algebra 51 (3), 243-262, 2003 | | 2003 |
Correction to" critical pairs of matrices for the degree of the minimal polynomial of the kronecker sum" C Caldeira Linear and Multilinear Algebra 46 (4), 277-280, 1999 | | 1999 |
On the degree of the minimal polynomial of some partial derivations C Caldeira Linear and Multilinear Algebra 38 (1-2), 83-95, 1994 | | 1994 |
Matrices over rings of complex functions which are not PIDs JF Queiró, C Caldeira WOTCA 2016 80, 27, 0 | | |