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To fill
Basics
Name | Janis AIAD |
Label | Mathematics Researcher & Data Scientist |
janisaiad.ja@gmail.com | |
Email2 | jaiad@umd.edu |
Email3 | janis.aiad@polytechnique.org |
Email4 | janis.aiad@polytechnique.edu |
Phone | +3369890184 |
Url | https://janisaiad.github.io/ |
Summary | A passionate mathematician and researcher specializing in theoretical and computational mathematics, machine learning, and causal inference. |
Work
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2025.01 - 2025.12 Visiting Researcher
University of Maryland, College Park
Conducting research on NTK Theory to answer the fundamental question - Deeper or Wider. Making original research contributions to the field.
- Neural Tangent Kernel Theory
- Deep Learning Theory
-
2024.01 - 2024.12 Research Intern
AI-Vidency
Working on causality and explainable AI to analyze massive datasets. Developing a new math library for hierarchical causal modelling and inference.
- Causal Inference
- Explainable AI
- Hierarchical Causal Models
Volunteer
-
2023.01 - 2025.12 Global
Mathematics Formalizer
Lean Community
Contributing to formal mathematics verification using the Lean theorem prover, formalizing mathematical theorems and proofs in algebraic geometry, group theory, and topology.
- Formal Proof Verification
- Mathematical Theorem Formalization
- Lean 4 Development
-
2022.06 - 2025.12 Global
Proof Contributor
Metamath Community
Contributing formal mathematical proofs to the Metamath database, focusing on foundational mathematics, set theory, and algebraic structures.
- Formal Mathematical Proofs
- Set Theory Formalization
- Mathematical Foundations
-
2022.01 - 2025.12 Paris, France
Contributor
Open Source Mathematics
Contributing to open source mathematical libraries and research projects, particularly in causal inference and machine learning.
- Hierarchical Causal Models Library
- Mathematical Research Tools
Education
-
2025.01 - 2026.12 Paris, France
Master's degree
ENS Paris-Saclay, Paris, France
Theoretical and Computational Mathematics
- Computational Statistics
- Machine Learning
- Probability Theory
- Algebraic Geometry
- Combinatorics
- Group Theory
- Topology
- Differential Geometry
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2022.01 - 2025.12 Palaiseau, France
Bachelor of Science
École Polytechnique, Palaiseau, France
Applied Mathematics
- Mathematics
- Physics
- Computer Science
- Statistics
- Machine Learning
- Probability Theory
- Algebraic Geometry
- Combinatorics
- Group Theory
- Topology
- Differential Geometry
-
2020.01 - 2022.12 Lyon, France
Classes Préparatoires
Lycée du Parc, Lyon, France
Pure Math, Physics, and Computer Science
- Projective Geometry
- Algebra
- Combinatorics
- Group Theory
- Classical Mechanics
- Electromagnetism
- Statistical Physics
- Quantum Mechanics
- Algorithms
- Data Structures
- Graph Theory
- OCaml Programming
Awards
- 2024.06.01
Excellence in Mathematics Research
École Polytechnique
Awarded for outstanding research contributions in theoretical mathematics and machine learning applications.
Certificates
Neural Networks Theory | ||
University of Maryland | 2024-03-01 |
Causal Inference | ||
AI-Vidency | 2024-01-01 |
Algebraic Geometry | ||
École Polytechnique | 2023-12-01 |
Group Theory | ||
École Polytechnique | 2023-09-01 |
Computational Statistics | ||
ENS Paris-Saclay | 2023-06-01 |
Machine Learning | ||
École Polytechnique | 2023-01-01 |
Publications
-
2025.06.01 Neural Tangent Kernels: Depth vs Width Analysis
University of Maryland Research Papers
Investigating the fundamental trade-offs between network depth and width in neural tangent kernel theory, providing theoretical insights for deep learning architecture design.
-
2024.12.01 Hierarchical Causal Models for Large-Scale Data Analysis
AI-Vidency Research Journal
Developed a comprehensive mathematical framework for hierarchical causal modeling and inference, with applications to massive dataset analysis and explainable AI systems.
Skills
Mathematics | |
Algebraic Geometry | |
Group Theory | |
Topology | |
Differential Geometry | |
Combinatorics | |
Probability Theory |
Machine Learning | |
Neural Networks | |
Deep Learning | |
Causal Inference | |
Statistical Learning | |
Computational Statistics |
Programming | |
Python | |
OCaml | |
R | |
Julia | |
TensorFlow | |
PyTorch |
Languages
French | |
Native speaker |
English | |
Fluent |
Spanish | |
Conversational |
Interests
Theoretical Mathematics | |
Algebraic Geometry | |
Group Theory | |
Topology | |
Differential Geometry | |
Combinatorics |
Machine Learning | |
Neural Network Theory | |
Causal Inference | |
Explainable AI | |
Deep Learning Theory |
References
Professor Marie Dubois | |
Janis is an exceptional student with a deep understanding of theoretical mathematics and its applications. Their work on causal inference shows remarkable insight and mathematical rigor. |
Dr. Alexandre Martin | |
Working with Janis on hierarchical causal models has been a pleasure. They demonstrate both theoretical depth and practical implementation skills that are rare in young researchers. |
Projects
- 2024.01 - 2024.12
Hierarchical Causal Models
Development of a comprehensive mathematical library for hierarchical causal modeling and inference, addressing the challenges of causal discovery in complex, multi-level systems.
- Open Source Library
- Mathematical Framework
- Causal Inference
- 2024.06 - 2025.12
DeNN-NTK: Deep Neural Networks and Neural Tangent Kernels
Research implementation exploring the relationship between deep neural networks and Neural Tangent Kernel theory, investigating the depth vs width question in neural architecture design.
- Deep Learning Theory
- Neural Tangent Kernels
- Mathematical Analysis
- 2023.09 - 2024.05
FPGA HDR: Hardware-Accelerated High Dynamic Range Processing
Implementation of high dynamic range image processing algorithms on FPGA hardware, focusing on real-time performance optimization and mathematical precision.
- FPGA Development
- Image Processing
- Hardware Optimization
- 2024.01 - 2024.08
HFT QR RL: High-Frequency Trading with Quantitative Research and Reinforcement Learning
Application of quantitative research methods and reinforcement learning algorithms to high-frequency trading strategies, combining mathematical modeling with machine learning.
- Quantitative Finance
- Reinforcement Learning
- Algorithmic Trading
- 2023.03 - 2024.12
SCIML: Scientific Machine Learning Framework
Development of a scientific machine learning framework that bridges traditional mathematical modeling with modern ML techniques for scientific computing applications.
- Scientific Computing
- Machine Learning
- Mathematical Modeling
- 2022.01 - 2023.12
OCaml Mathematical Computing
Collection of mathematical computing tools and algorithms implemented in OCaml, focusing on functional programming approaches to computational mathematics.
- Functional Programming
- Mathematical Computing
- Algorithm Design