| Monday 6 May 2024 | |
| Events for day: Tuesday 04 January 2022 |
| 15:00 - 17:00 Number Theory Webinar Selberg's Central Limit Theorem School MATHEMATICS Selberg's central limit theorem is an influential probabilistic result in analytic number theory which roughly states that the logarithm of the Riemann zeta-function $zeta(s)$ on the half-line, that is $Re s = frac12$, has an approximate two-dimensional Gaussian distribution as $Im s o infty$. We will carefully review the important ideas in the proof of Selberg's theorem and then will mention some variants of it. Towards the end of the talk, we will also see some of its applications. Zoom link: https://boun-edu-tr.zoom.us/j/92226504686?pwd=OWFaRXVkREIvSTc3Y29HQ1lkbjhEQT09 Meeting ID: 922 2650 4686 Passcod ... 16:00 - 17:00 Mathematics Colloquium Quantum Non-locality in Networks School MATHEMATICS Bell non-locality and its experimental realizations are celebrated results in quantum physics. Non-locality asserts that certain correlations in nature cannot be explained classically, i.e., by the local hidden variable model. In Bell's setting we study correlations between two or more distant parties who share a single source in common. Recently, by the development of quantum communication networks, the more general setup of non-locality in networks is also studied. In this setup, the parties have several sources in common that are shared through a network, so we expect richer non-locality in networks comparing to the standard Bell's setup. ... 16:00 - 17:00 Mathematics Colloquium Quantum Non-locality in Networks School MATHEMATICS Bell non-locality and its experimental realizations are celebrated results in quantum physics. Non-locality asserts that certain correlations in nature cannot be explained classically, i.e., by the local hidden variable model. In Bell's setting we study correlations between two or more distant parties who share a single source in common. Recently, by the development of quantum communication networks, the more general setup of non-locality in networks is also studied. In this setup, the parties have several sources in common that are shared through a network, so we expect richer non-locality in networks comparing to the standard Bell's setup. ... 16:00 - 17:00 Mathematics Colloquium Quantum Non-locality in Networks School MATHEMATICS Bell non-locality and its experimental realizations are celebrated results in quantum physics. Non-locality asserts that certain correlations in nature cannot be explained classically, i.e., by the local hidden variable model. In Bell's setting we study correlations between two or more distant parties who share a single source in common. Recently, by the development of quantum communication networks, the more general setup of non-locality in networks is also studied. In this setup, the parties have several sources in common that are shared through a network, so we expect richer non-locality in networks comparing to the standard Bell's setup. ... |