2022–23–B
Mar 5—Jun 23, 2023
Courses
Linear algebra 2
Dr. Inna Entova-Aizenbud
Introduction to Set Theory
Prof. Assaf Hasson
Infinitesimal Calculus 2
Prof. Eitan Sayag
Ordinary Differential Equations(!)
Prof. Dmitry Kerner
Graph Theory
Dr. Yaar Solomon
Introduction to Topology
Prof. Menachem Kojman
Theory of Functions of a Complex Variable
Dr. David Corwin
Field Theory and Galois Theory(*)
Prof. Ido Efrat
Geometric infinitesimal calculus 2
Prof. Michael Levin
Ordinary Differential Equations
Prof. Dmitry Kerner
Approximation Theory
Prof. Yair Glasner
Lie Groups
Dr. Inna Entova-Aizenbud
Noncommutative algebra(#)
Prof. Eitan Sayag
Prodability and Statistics For Software Engineering
Dr. Luba Sapir
יום א 18:00 - 16:00 in בניין כתות לימוד [35] חדר 1
Calculus B2
Introduction to Linear Algebra C
Dr. Natalia Gulko
יום ד 18:00 - 15:00 in בניין סימולציה [27] חדר 202
Vector calculus for Electric Engineering
Dr. Ishai Dan-Cohen
Introduction to Discrete Mathematics
Dr. Motke Porat
יום א 18:00 - 15:00 in בניין כתות לימוד [35] חדר 2
Differential Calculus for EE
Prof. Arkady Leiderman
Calculus 1 for engineering
Dr. Natalia Gulko
Partial Differential Equations
Prof. Boris Zaltzman
יום ד 16:00 - 14:00 in בנין 90 (מקיף ז’) [90] חדר 326
Calculus 2 For Computer Science and Software Engineering
Dr. Dennis Gulko
Calculus 2 for Biotechnology
Ordinary Differential Equations for BE
Dr. Natalia Gulko
יום ד 15:00 - 12:00 in ביה”ס אילנות [97] חדר 205
Linear Algebra for Electrical Engineering 1
יום א 14:00 - 11:00 in צוקר, גולדשטיין-גורן [72] חדר 124
Fundamentals of Analysis for EE - part I
Prof. Arkady Leiderman
Notes
- Courses marked with (*) are required for admission to the M.Sc. program in Mathematics.
- The M.Sc. degree requires the successful completion of at least 2 courses marked (#). See the graduate program for details
- The graduate courses are open to strong undergraduate students who have a grade average of 85 or above and who have obtained permission from the instructors and the head of the teaching committee.
- Please see the detailed undergraduate and graduate programs for the for details on the requirments and possibilities for complete the degree.