Topical Advisory Panel for section 'A: Algebra and Logic'
- A: Algebra and Logic Section
- B: Geometry and Topology Section
- C1: Difference and Differential Equations Section
- C2: Dynamical Systems Section
- D1: Probability and Statistics Section
- D2: Operations Research and Fuzzy Decision Making Section
- E: Applied Mathematics Section
- E1: Mathematics and Computer Science Section
- E2: Control Theory and Mechanics Section
- E3: Mathematical Biology Section
- E4: Mathematical Physics Section
- E5: Financial Mathematics Section
- E6: Functional Interpolation Section
Please see the section webpage for more information on this section.
Members
Interests: category theory; homological and homotopical algebra
Special Issues, Collections and Topics in MDPI journals
Interests: commutative rings; numerical semigroups; curve singularities and value semigroups; valuation; algebra; spectrum; pure mathematics
Interests: matrix theory; matrices; finite rings; semirings; graphs in connection with algebra
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2. National Institute for Research and Development in Informatics, 011455 Bucharest, Romania
Interests: graph theory; algorithms; combinatorics
Interests: Hankel varieties; anticanonical rational projective varieties; Groebner bases; semigroup rings; numerical semigroups; Rees algebras; symmetric algebras
2. Laboratory Physics-Mathematics and Applications (LR/13/ES-22), Faculty of Sciences of Sfax, University of Sfax, Sfax 3018, Tunisia
Interests: operator theory; functional analysis; multivariable operator theory; Hilbert and semi-Hilbert spaces; operator inequalities; reproducing kernel Hilbert spaces; numerical range; numerical radius
Interests: homological and categorical algebra; category theory; topological geometry; computer science; development of algorithms and structured data sets
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2. INDESS (Instituto Universitario para el Desarrollo Social Sostenible), Universidad de Cádiz, 11406 Cádiz, Jerez de la Frontera, Spain
Interests: commutative semigroups; commutative semigroups rings; numerical semigroups
Interests: category theory; Hopf algebras
Interests: discrete mathematics
Interests: functional analysis; operator theory; operator algebras; particle/nuclear physics
Interests: numbers; semigroup theory; commutative algebra; algebraic geometry
Interests: non-commutative algebra; functional analysis; operator theory; theory of groups and their representations; topological groups; mathematical analysis
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Interests: functional differential equations with ordinary derivatives; continuous-discrete systems with aftereffect; boundary value problems, control problems; attainability sets; reliable computing experiment in the study of linear problems; economic dynamics models
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Interests: linear algebraic groups; algebraic groups; Lie algebras; representation theory
Interests: resolvable decompositions; combinatorics; graph theory; hypergraphs; block design theory; Steiner systems
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Interests: study and analysis of symbolic; numeric and approximate algorithms; applications to the theory of curves and surfaces
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Interests: invariant functions; contractions of algebras; Lie algebras; malcev algebras; quantum phase transitions; excited state quantum phase transitions; exactly solvable models; nuclear many-body problems, quantum chaos
Interests: algebraic number fields; elementary number theory; computational number theory; associative algebras; algebriac number theory; combinatorics
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Interests: affine semigroups; commutative algebra; semigroup ideals; semigroup rings
Interests: Hopf algebra; algebraic quantum group; braided tensor category; Yang-Baxter equation; noncommunicative geometry
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