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<div>Dear colleagues,</div>
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<p>You are cordially invited to the general <span class="m_5448320135740532138m_6472383400221921050il">seminar</span> organized by the Department of Mathematics, Atılım University.<br /><br />Our speaker is<strong> Muazzez Şimşir </strong>from Hitit University.</p>
<p>The title of her talk is <strong>"Can we hear the shape of the drum?</strong><strong>"</strong>. </p>
<p> Abstract: </p>
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<div>The central theme of this talk is related to the problems about the queston "Can we hear the shape of a drum?"</div>
<div>that posed by Mark Kac n 1966. The problem has been very popular since 50 years and has led to similar questions in different contexts such as “Can one hear the shape of a graph associated with the Schrödinger operator?”, “Can you hear the shape of your throat?”, “Can you feel the shape of a manifold with Brownian motion?”, “Can one hear the crack in a beam?”, “Can one hear into the sun?”, etc. The common point of of these topics is inverse eigenvalue problems or related inverse problems.<br clear="all" />
<div>Expectedly, to find any kind of answer to those problems one needs spectral geometry which yields informaton about geometric shapes from the vibration frequencies they produce.</div>
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<div><strong>Date: April 04, 2018</strong></div>
<p><strong>Time: <span class="m_5448320135740532138aBn"><span class="m_5448320135740532138aQJ"><span class="aBn"><span class="aQJ">15:40</span></span></span></span></strong></p>
<p><strong>Place: FEF 404</strong></p>
<div>With my best regards,</div>
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<div>Burcu Gülmez Temür</div>
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