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María Isabel Sanz Domínguez
María Isabel Sanz Domínguez
Profesora del Departamento de Matematica Aplicada I. Universidad de Sevilla
Verified email at us.es
Title
Cited by
Cited by
Year
Weak Schur numbers and the search for GW Walker’s lost partitions
S Eliahou, JM Marín, MP Revuelta, MI Sanz
Computers & Mathematics with Applications 63 (1), 175-182, 2012
312012
Cultura física
M Sanz
Madrid: Manuales “Germen, 1932
141932
3-color Schur numbers
L Boza, JM Marín, MP Revuelta, MI Sanz
Discrete Applied Mathematics 263, 59-68, 2019
82019
Equation-regular sets and the Fox–Kleitman conjecture
SD Adhikari, L Boza, S Eliahou, MP Revuelta, MI Sanz
Discrete Mathematics 341 (2), 287-298, 2018
72018
Números de Schur y de Rado
MI Sanz
Departamento de Matemática Aplicada I, Universidad de Sevilla, 2010
62010
Aprendizaje autónomo en matemáticas aplicadas a la edificación: Simbiosis entre webct y software matemático
R Arriola, E Barrena, MJ Chávez, O Delgado, RM Falcón, A Fernández, ...
Números. Revista de Didáctica de las Matemáticas 74, 45-56, 2010
62010
A general lower bound on the weak Schur number
L Boza, MP Revuelta, MI Sanz
Electronic Notes in Discrete Mathematics 68, 137-142, 2018
52018
On the degree of regularity of a certain quadratic Diophantine equation
SD Adhikari, L Boza, S Eliahou, MP Revuelta, MI Sanz
European Journal of Combinatorics 70, 50-60, 2018
52018
On the finiteness of some n-color Rado numbers
SD Adhikari, L Boza, S Eliahou, JM Marín, MP Revuelta, MI Sanz
Discrete Mathematics 340 (2), 39-45, 2017
52017
El Congreso Olímpico
M Sanz
La Correspondencia de España 1, 1914
51914
On the n-Color Weak Rado Numbers for the Equation
L Boza, JM Marín, MP Revuelta, MI Sanz
Experimental Mathematics 28 (2), 194-208, 2019
42019
Modular schur numbers
J Chappelon, MPR Marchena, MIS Domínguez
arXiv preprint arXiv:1306.5635, 2013
32013
Exact values and lower bounds on the n-color weak Schur numbers for
T Ahmed, L Boza, MP Revuelta, MI Sanz
The Ramanujan Journal 62 (2), 347-363, 2023
2023
Lower bounds and exact values of the 2-color off-diagonal generalized weak Schur numbers WS (2; k1, k2)(Brief Announcement)
T Ahmed, L Boza, MP Revuelta, MI Sanz
Procedia Computer Science 223, 403-405, 2023
2023
Advances on the 3-color off-diagonal generalized Schurnumbers S (3; k1, k2, k3)
T Ahmed, JL Boza, PR Marchena, MI Sanz
Discrete Mathematics Days 2022, 269-273, 2022
2022
Numerical semigroups of Szemerédi type
SD Adhikari, L Boza, S Eliahou, MP Revuelta, MI Sanz
Discrete Applied Mathematics 263, 8-13, 2019
2019
On the n-Color Weak Rado Numbers for the Equation [Inline formula]
L Boza, JM Marín, MP Revuelta, MI Sanz
Experimental Mathematics 28 (2), 194-208, 2019
2019
3-color Schur numbers
L Boza Prieto, JM Marín Sánchez, MP Revuelta Marchena, ...
Discrete Applied Mathematics, 263, 59-68., 2019
2019
On the n-Color Weak Rado Numbers for the Equation x1+ x2+···+ xk+ c= xk+ 1
L Boza Prieto, JM Marín Sánchez, MP Revuelta Marchena, ...
Experimental Mathematics, 28 (2), 194-208., 2019
2019
A general lower bound on the weak Schur number
L Boza Prieto, MP Revuelta Marchena, MI Sanz Domínguez
Electronic Notes in Discrete Mathematics, 68 (July 2018), 137-142., 2018
2018
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