Author

Miguel MartĂ­n

Universidad de Granada (Spain) - Cited by 1,846 - Functional analysis - Banach space - Daugavet property - numerical range of operators - norm-attaining operators

Biography

Dr.  Miguel Martín  is currently working in Medical Oncology Department, Hospital General Universitario Gregorio Marañón, Spain. He has published numerous research papers and articles in reputed journals and has various other achievements in the related studies. He has extended his valuable service towards the scientific community with his extensive research work.
Title
Cited by
Year
On strongly norm attaining Lipschitz maps
B Cascales, R Chiclana, LC GarcĂ­a-Lirola, M MartĂ­n, AR ZocaJournal of Functional Analysis 277 (6), 1677-1717, 2019201
40
2019
Spear operators between Banach spaces
V Kadets, M Martín, J Merí, A PérezSpringer International Publishing, 2018201
24
2018
The Bishop-Phelps-Bollobás property for compact operators
S Dantas, D GarcĂ­a, M Maestre, M MartĂ­nCanadian Journal of Mathematics 70 (1), 53-57, 2018201
22
2018
The version for compact operators of Lindenstrauss properties A and B
M MartinRevista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie …, 2016201
22
2016
Examples and applications of the density of strongly norm attaining Lipschitz maps
R Chiclana, LC GarcĂ­a-Lirola, M MartĂ­n, AR ZocaRevista Matematica Iberoamericana 37 (5), 17-51, 2021202
19
2021
Equivalent norms with an extremely nonlineable set of norm attaining functionals
V Kadets, G LĂłpez, M MartĂ­n, D WernerJournal of the Institute of Mathematics of Jussieu 19 (1), 259-279, 2020202
17
2020
Lipschitz slices and the Daugavet equation for Lipschitz operators
V Kadets, M MartĂ­n, J MerĂ­, D WernerProceedings of the American Mathematical Society 143 (12), 5281-5292, 2015201
16
2015
The Bishop–Phelps–Bollobás property for Lipschitz maps
R Chiclana, M MartinNonlinear Analysis 188, 8-178, 2019201
15
2019
On a second numerical index for Banach spaces
SK Kim, HJ Lee, M Martín, J MeríProceedings of the Royal Society of Edinburgh Section A: Mathematics 150 (2 …, 2020202
14
2020
On the pointwise Bishop–Phelps–Bollobás property for operators
S Dantas, V Kadets, SK Kim, HJ Lee, M MartĂ­nCanadian Journal of Mathematics 71 (6), 1421-1443, 2019201
13
2019
On the numerical index with respect to an operator
V Kadets, M Martin, J Meri, A Perez, A QueroarXiv preprint arXiv:1905.12257, 2019201
11
2019
On different definitions of numerical range
M MartinJournal of Mathematical Analysis and Applications 433 (2), 877-886, 2016201
11
2016
The Bishop–Phelps–Bollobás property and absolute sums
YS Choi, S Dantas, M Jung, M MartĂ­nMediterranean Journal of Mathematics 16, 1-24, 2019201
10
2019
There is no operatorwise version of the Bishop–Phelps–Bollobás property
S Dantas, V Kadets, SK Kim, HJ Lee, M MartĂ­nLinear and Multilinear Algebra 68 (9), 1767-1778, 2020202
10
2020
On Banach spaces whose group of isometries acts micro-transitively on the unit sphere
FC Sánchez, S Dantas, V Kadets, SK Kim, HJ Lee, M MartínJournal of Mathematical Analysis and Applications 488 (1), 124046, 2020202
9
2020
Emerging notions of norm attainment for Lipschitz maps between Banach spaces
G Choi, YS Choi, M MartĂ­nJournal of Mathematical Analysis and Applications 483 (1), 123600, 2020202
9
2020
Daugavet property in projective symmetric tensor products of Banach spaces
M MartĂ­n, A Rueda ZocaBanach Journal of Mathematical Analysis 16 (2), 35, 2022202
9
2022
8
2020
Some stability properties for the Bishop--Phelps--Bollob'as property for Lipschitz maps
R Chiclana, M MartĂ­narXiv preprint arXiv:2004.10649, 2020202
8
2020
Bishop–Phelps–Bollobás property for bilinear forms on spaces of continuous functions
SK Kim, HJ Lee, M MartĂ­nMathematische Zeitschrift 23, 157-167, 2016201
8
2016