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Perfil investigador
Esp
Dr. Héctor Díaz Leal Guzmán

Professor
Departament of Basic Sciences

Division of Basic Sciences and Engineering




Azcapotzalco Campus

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Sustainable Development Goals

• 4 Quality Education


Research interests

• Model theory
• Sheaf theory and schemes
• The classification problem in Algebraic Geometry
• Invariant subspaces variety
• Holomorphic domains
• Reinhardt domains

Profile

Professor Héctor Diaz Leal Guzmán has a Ph.D. in Mathematics, CINVESTAV, Instituto Politécnico Nacional (IPN) 1997. His thesis was entitled: Geometric and combinatorial aspects of the irreducible components of the variety of (l:k)-Grassmannians, he was awarded the Lázaro Cárdenas Prize. IPN in 1980. Candidate to national researcher (SNI) 1997-2001 and the Beca a la Permanencia, Universidad Autónoma Metropolitana (UAM) 2014-2024.

His published or accepted books are: Second course of differential equations with introduction to partial differential equations in partial derivatives (2014). Textbook. Linear algebra (2014). Textbook. Sheaf theory. Introduction to the theory of schemes (2017). Science textbook. Discrete mathematics. Textbook. Languages and automata. Group theory. Ring theory. Gröbner bases. Scientific textbook. Second course of differential equations with introduction to partial differential equations. Second edition. Textbook.



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Research interests

• Model theory
• Sheaf theory and schemes
• The classification problem in Algebraic Geometry
• Invariant subspaces variety
• Holomorphic domains
• Reinhardt domains





Courses taught by the professor in recent trimesters

*Courses are conducted in spanish

Num.Trim.Course NameLevel
1
26P
Lenguajes y AutómatasLicenciatura
2
26P
Lenguajes y AutómatasLicenciatura
3
26P
Matemáticas DiscretasLicenciatura
4
26I
Matemáticas DiscretasLicenciatura
5
26I
LógicaLicenciatura
6
25O
Complementos de MatemáticasLicenciatura
7
25O
Matemáticas DiscretasLicenciatura
8
24P
Introducción al Álgebra LinealLicenciatura
9
24P
Complementos de MatemáticasLicenciatura
10
24I
LógicaLicenciatura
11
24I
Lenguajes y AutómatasLicenciatura
12
23O
Complementos de MatemáticasLicenciatura
13
23O
Introducción al Álgebra LinealLicenciatura
14
23P
Introducción al Álgebra LinealLicenciatura
15
23P
LógicaLicenciatura
16
23I
Lenguajes y AutómatasLicenciatura
17
23I
LógicaLicenciatura
18
22O
Complementos de MatemáticasLicenciatura
19
22O
Matemáticas DiscretasLicenciatura
20
22P
Complementos de MatemáticasLicenciatura
21
22P
Introducción al Álgebra LinealLicenciatura
22
22I
Introducción al Álgebra LinealLicenciatura
23
22I
LógicaLicenciatura
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Universidad Autónoma Metropolitana, 2026.