### ** Homological Algebra, Modules, Rings and Categories **

####

The connection between the research areas of Homological algebra and module, ring and category theories has been significantly enhanced by new methods that have appeared in the last 10 years.
Thus, we organize the session HAMRC whose aim is the presentation of the last results and new theories and techniques on topics within the following research branches:

- Homological algebra.
- Ring theory.
- Module theory.
- Category theory.
- Commutative algebra.
- Associative algebras.

** Plenary Speakers* :**
To help us to succeed in our purpose we count with the help of our invited speakers, a set of researchers worldwide credited by their merits:

- Lars Winther Christensen; Texas Tech University, U.S.A.

- Nanqing Ding; Nanjing University, China

- Mohamed Elhamdadi; University of South Florida, U.S.A.

- Alina Iacob; Georgia Southern University, U.S.A.

- Sergio López-Permouth; Ohio University Athens, U.S.A.

- Jan Šaroch; Charles University, Prague, Czech Republic

- Jan Trlifaj; Charles University, Prague, Czech Republic

- Mohamed Yousif; Ohio State University, U.S.A.

*listed in alphabetical order by family name
### ** Linear and Multilinear Algebra and Function Spaces **

####

Session LMAFS is devoted to recent research in linear and multilinear algebra, and function spaces.

Topics of interest include but are not limited to:

- Linear and nonlinear preserver problems.
- C*-Algebras and Operator theory.
- Topological algebras-Banach algebras and applications.
- Functional identities and applications.
- (Weighted) Function spaces.

** Plenary Speakers* :**
- Abdellatif Bourhim; Syracuse University, U.S.A.

- Matej Brešar; University of Ljubljana, Slovenia

- Javad Mashreghi; Université Laval, Québec, Canada

- Mostafa Mbekhta ; Université Lille, France

- Lajos Molnár; University of Szeged and Budapest University of Technology and Economics, Hungary

- Pilar Rueda; Universidad de Valencia, Spain

- Peter Šemrl; University of Ljubljana, Slovenia

*listed in alphabetical order by family name
###
** Applied and Computational Homology in Topology, Algebra and Geometry
**

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Scientific and engineering disciplines are in increasing need of efficient computational methods from topology and geometry.
In recent years, ideas and methods from algebraic topology and geometry, combined with the development of fast algorithms and user-friendly
software, have proven valuable in this endeavor.

ACHTAG Session aims at stimulating and enhancing collaboration between experts in several areas of applied and computational algebraic Topology and Geometry,
together with scientists actively working on problems the solution of which might require topological insights and machinery.

The purpose of the ACHTAG Session is to bring together researchers who
use algebraic topology or geometry in industrial and applied mathematics. These methods have already
seen applications in: medicine, chemistry, human sciences, biology, coding theory, cryptography, combustion,
computational geometry, computer graphics, quantum computing, control theory, geometric design,
complexity theory, machine learning, nonlinear partial differential equations, optimization, robotics, statistics,...

ACHTAG Session will focus on the following five areas of investigation:

- Topological Robotics.
- Topological Data Analysis.
- Random Topology and Discrete Morse Theory.
- Symplectic and Arithmetic Applied Geometry.
- Concurrent Computation and Machine Learning Algorithmic.

We welcome participation from both
theoretical mathematical areas and application areas not on this list that fall
under this broadly interpreted notion of algebraic topology and geometry and their applications.

** Plenary Speakers* :**
- Jacek Brodzki; University of Southampton, U.K.

- Hellen Colman; Wright College, Chicago, U.S.A.

- Herbert Edelsbrunner; Institute of Science and Technology Austria, Austria

- Maia Fraser; University of Ottawa, Canada

- Kevin Knudson; University of Florida, U.S.A.

- Ezra Miller; Duke University, U.S.A.

*listed in alphabetical order by family name