The 1st National Conference on Mathematical Geometry
Advancing research in mathematical geometry and promoting collaboration between theoretical and applied disciplines.
Strengthening national research in mathematical geometry is essential to promote scientific excellence, innovation, and collaboration between theoretical and applied disciplines. The objectives of MG-2026 are centered on advancing the field of mathematical geometry through: Showcase recent advances in Riemannian structures, differential geometry, analysis, and algebra on manifolds; Explore innovative applications of artificial intelligence in mathematical research; Provide a forum for researchers to exchange knowledge and best practices; Encourage interdisciplinary collaboration across geometry, analysis, algebra, and computational sciences; Identify current challenges and emerging research directions in modern geometry. The program will include keynote lectures, research presentations, thematic sessions, and scientific discussions designed to promote high-level academic exchange and collaboration. MG-2026 is open to undergraduate, Master’s, and PhD students, academic researchers, research laboratories, and specialists working in geometry, analysis, algebra, and AI-driven mathematical modeling.
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Honorary Chairs
Pr. Younes MOUCHAAL
Rector
Mustapha Stambouli University, Mascara
Dr. Mohammed BAKHTI
Dean of the Exacte Sciences Faculty
Mustapha Stambouli University, Mascara
General Chair
Dr. Abd Elkader ZAGANE
Mustapha Stambouli University, Mascara
Organization Committee
Dr. Abdelbasset HASSNI
Mustapha Stambouli University, Mascara
Dr. Mohammed ZAGANE
Mustapha Stambouli University, Mascara
Organization Committee Members
- Dr. KADI Fatima Zohra, University of Mascara
- Dr. MERDJI Bochra, University of Mascara
- Dr. MOUFFOKI Khadidja, University of Mascara
- Dr. OUADDAH Abdelhamid, University of Mascara
- Dr. BOUCHENAK Ahmed, University of Mascara
- Dr. BOUKHARI Halima, University of Mascara
- Dr. OKBANI Hadjer, University of Mascara
- Dr. GHERIB Fatiha, University of Mascara
- Dr. BENKARTAB Aicha, University of Mascara
- Dr. BOUDIA Cherifa, University of Mascara
- Dr. ZAGANE Mohammed, University of Mascara
- Dr. BOUFERA Hadya, University of Mascara
Program Committee
Pr. Ahmed MOHAMED CHERIF
Mustapha Stambouli University, Mascara
Dr. Cherifa BOUDIA
Mustapha Stambouli University, Mascara
Program Committee Members
- Dr. LATI Fethi, University of Naama
- Dr. ZAGANE Abderrahim, University of Relizane
- Dr. DJAA Nour Elhoda, University of Relizane
- Dr. BELARBI Lakhal, University of Mostaganem
- Dr. ELHENDI Hichem, University of Bechar
- Dr. ZEGGA Kaddour, University of Mascara
- Dr. BELDJILALI Elgherici, University of Mascara
- Dr. BAYOUR Benaoumer, University of Mascara
- Dr. BOUZIR Habib, University of Mascara
- Dr. FRAKIS Abdelkader, University of Mascara
- Dr. BENMERIEM Khalad, University of Mascara
- Dr. SEGRESS Abdelkader, University of Mascara
- Dr. SENOUSSI Bendhiba, ENS Mostaganem
- Dr. BENHOIA Kamel, University of Mascara
- Dr. ZEGLAOUI Ahmed, USTHB
- Dr. HANIFI Zoubir, ENS Oran
- Dr. MEKKI Mohamed Elamine, ENI Algiers
- Dr. MALIKKI Youssef, University of Tlemcen
- Dr. BELKHELFA Mohammed, University of Mascara
CFP
Conference Objectives
MG-2026 seeks to:
- Showcase recent advances in Riemannian structures, differential geometry, analysis, and algebra on manifolds.
- Explore innovative applications of Artificial Intelligence in mathematical research.
- Encourage interdisciplinary collaboration across geometry, analysis, algebra, and computational sciences.
- Identify emerging research directions and current challenges in modern geometry.
- Provide a forum for researchers, students, and laboratories to exchange knowledge and best practices.
The scientific program will include keynote lectures, oral presentations, and thematic sessions.
Conference Topics
Submissions are invited in (but not limited to) the following areas:
I. Riemannian Structures
- Riemannian manifolds and curvature theory
- Geodesics and connections
- Global Riemannian geometry
- Geometric structures in mathematical physics
II. Differential Geometry
- Local and global theory of differentiable manifolds
- Submanifold theory
- Geometric flows
- Symplectic and contact geometry
III. Applications of Artificial Intelligence in Mathematics
- AI-assisted theorem proving
- Machine learning in geometric analysis
- Computational geometry and intelligent modeling
- Data-driven mathematical discovery
IV. Analysis on Differentiable Manifolds
- Differential operators
- Partial differential equations
- Harmonic and spectral analysis
- Functional analysis in geometric contexts
V. Algebra on Differentiable Manifolds
- Lie groups and Lie algebras
- Cohomology theories
- Fiber bundles
- Algebraic structures interacting with geometry
Download the CFP PDF file: Click here!
Submission Guidelines
All submissions must comply with the following guidelines:
- Abstract length: 250–300 words
- Language: English or Arabic
- Format:
- Title: Bold, 14 pt, Times New Roman
- Text: 12 pt, Times New Roman, 1.5 line spacing
- Authors: Maximum 5
- Include 5–6 keywords
- Indicate the corresponding theme (I–V)
- Provide full institutional affiliation and email of the principal author
📌 Online Submission Form: https://forms.gle/ZAowMQwYkVUgDowr8
Important Dates
- Final Abstract Submission: 1st April 2026
- Notification of Acceptance: 5th April 2026
- Date of the Conference: 15-16th April 2026
Keynote Speakers
Geometry of submanifold
Prof. Mohamed Belkhelfa is a Professor at the Faculty of Exact Sciences at University of Mustapha Stambouli Mascara. He earned his PhD in Mathematics from KU Leuven, specializing in Differential Geometry. His research focuses on the geometry of submanifolds, manifold structures (including contact, Sasaki, Kähler, and Kenmotsu structures), pseudo-symmetry in the sense of R. Deszcz, Thurston geometry, and manifolds with density.
Prof. Belkhelfa has supervised 16 Master’s theses and 13 doctoral dissertations, served as an external examiner for numerous candidates, and published 41 research articles along with 10 refereed conference papers. He has participated in over 50 scientific events, led five research projects, serves as a journal referee and editorial board member of the Tensor Society, and has conducted research visits to more than 25 universities worldwide.
Pr. Mohamed Belkhelfa
University of Mascara
Les applications semi-conformes et le changement triconforme des métriques
Prof. Seddik Ouakkas is a full Professor in the Department of Mathematics at the University of Dr Tahar Moulay – Saïda. He holds a Doctorat ès Sciences in Mathematics with a specialization in differential geometry, following earlier degrees including a Magister in differential geometry and a DES in Mathematics.
His academic work includes teaching core mathematical subjects such as curves and surfaces, affine and Euclidean geometry, algebra, analysis, and differential geometry. He has supervised numerous theses in geometry and related areas, and his research has been presented at international scientific meetings, reflecting his active contribution to the mathematical community in geometry and related fields.
Pr. Seddik Ouakkas
University of Dr Tahar Moulay, Saïda
Title of the third Keynote
Professor ُEl hendi Hichem Professor and Research Scholar in the Department of Mathematics at Tahri Mohamed Bechar University in Algeria. His research is primarily focused on Differential Geometry, with additional expertise in Algebra and Statistics. He has authored several research publications in these fields.
Pr. Elhendi Hichem
University of Tahri Mohamed, Bechar
On The Ricci Solitons And Its Applications
Prof. Dr. Lakehal Belarbi currently works at the Department of Mathematics and Computer Science, Faculty of Exact Sciences, Abdelhamid Ibn Badis University of Mostaganem, Algeria. Lakehal does research in Differential Geometry and Topology.
Pr. Lakehal Belarbi
University of Abdelhamid Ibn Badisة Mostaganem
Schedule
To download the program PDF file, please click : here
Registration
Registration fee :
- Student: 2000 DA
- Academic: 4000 DA
📌 Online Registration Form: https://forms.gle/ZAowMQwYkVUgDowr8