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The first workshop in the “Build up your career”

18 April, 2024

 

The first workshop in the “Build up your career” workshop series, took place Tuesday and was a huge success.

We spoke about first marketing myself, impressions and how to make a good one, networking, and preparing for interviews.

Thanks to everyone that joined and looking forward to the second workshop that will be held at the end of May.

For further details and to sign up, please visit:

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Random Schrödinger Operators and Random Matrices

14 May, 2023

 

 

Advanced Schools present the cutting edge of research to young academics, who learn about the most recent developments in their fields from renowned international experts.

The Advanced School in Mathematics, known as the Midrasha Mathematicae, provides top-level lectures on recent developments and innovations in different mathematical topics. Schools also inspire new mathematical works and offer networking opportunities between senior and junior academics.

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Diversify Your Experience

31 October, 2022

 

 

Diversify Your Experience

Registration for the University Student Exchange Program is open! 

Register now - and go abroad to study in the next academic year (2023-2024)

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Israel to spend millions on Einstein museum

31 October, 2022

 

The Israeli government decided on Sunday to allocate millions of dollars for a museum to house the world's largest collection of Albert Einstein documents, the Hebrew University said.

It will be built on the university's Givat Ram campus in Jerusalem, with the government committing to approximately $6 million and the university raising another $12 million.

Einstein, one of the founding fathers of the Hebrew University, was a non-resident governor of the institution.

Analysis of Boolean Functions and Where to Find It

Analysis of Boolean Functions and Where to Find It

14 November, 2021

 

Analysis of Boolean functions (AoBF) applies tools from mathematical analysis, like a discrete variant of the Fourier transform, to study functions defined on the discrete hypercube {0,1}^n. While this setting may seem restricted, one can find applications of AoBF in a wide variety of areas, ranging from social choice and cryptography to percolation theory and quantum computing.

We shall describe the fundamental notions and results of AoBF, many of which were developed at the Hebrew University, and present several applications to diverse areas.