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The Interdisciplinary Graduate Program in Applied Mathematics
Join the forefront of research and innovation

The Technion’s Interdisciplinary Graduate Program in Applied Mathematics offers outstanding students—graduates of scientific and engineering disciplines—a unique path into groundbreaking research. Led by top researchers from various Technion faculties, the program is characterized by a flexible and innovative approach, allowing each student to tailor their academic journey to their interests, academic background, and professional aspirations.

Academic excellence and interdisciplinary research

Students in the program gain exposure to a wide array of cutting-edge research areas, including:

🔹 Optimization, Optics, Numerical Analysis, and Control Theory
🔹 Computer Graphics, Probability and Statistics, Operations Research, and Hydrodynamics
🔹 Biomedical and Physiological Modeling, Mechanics, Computational Mathematics, and Machine Learning
🔹 Neural Systems, Differential Equations, Signal and Image Processing, and Computer Vision
🔹 Cryptology, Robotics, and Game Theory

These fields reflect the program’s interdisciplinary spirit and its commitment to innovative research, offering students a rare opportunity to bridge diverse domains of knowledge in pursuit of advanced and impactful scientific exploration.

Collaborations at the frontier of science

The program is built upon close collaborations with leading researchers across the Technion campus. Students are invited to take part in cutting-edge interdisciplinary projects that integrate advanced mathematical methodologies to address global challenges in science and technology.

Participants benefit from prestigious scholarships and may also serve as teaching fellows in the Faculty of Mathematics. The academic environment is rigorous yet supportive, providing students with the tools to succeed in future careers in academia, research, and high-tech industry.

The Interdisciplinary Graduate Program in Applied Mathematics at the Technion is a launching pad for a meaningful and influential career. Be part of shaping the future of science and technology.

Lee Susman
As a graduate student in the applied mathematics program, I acquired tools for constructing theoretical models of complex biological phenomena, such as the computational processes underlying brain function. The elegance of the mathematical language has the potential to abstractify complexity, thus enabling deep insights and the identification of universal principles
Lee Susman Alumni
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