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<Title>Talk 9/12: William Gasarch on the Muffin Problem</Title>
<Tagline>10:30-11:30am EDT Friday, Sept. 12, 2025 in ITE 325B</Tagline>
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    <div class="html-content"><h4><strong>The Muffin Problem</strong></h4><h4><a href="https://www.cs.umd.edu/~gasarch/" rel="nofollow external" class="bo">William Gasarch<br></a>University of Maryland</h4><h5><strong>10:30-11:30am, Friday Sept 12, 2025</strong></h5><h5><strong>UMBC ITE 325b</strong></h5><div><strong>Joint work with Erik Metz, Daniel Smolyak, and Jacob Prinz</strong></div><div><br></div><div>Let's say you have five muffins and you want to cut them up and give them out to Alice, Bob, and Carol so that they each get 5/3. This is easy, you can cut each one into thirds and give each person five 1/3-pieces.</div><div>But then the smallest piece is 1/3. Can we do better? Is there a way to divide five muffins for three people so that the smallest piece is BIGGER than 1/3? What is the BEST you can do? More generally: Given M muffins and P people, how can you divide m muffins so that each person gets M/P and the SMALLEST piece is MAXIMIZED?</div><div>Professor Gasarch will discuss various techniques to solve this problem and why this was a good research project.</div></div>
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<Summary>The Muffin Problem  William Gasarch University of Maryland  10:30-11:30am, Friday Sept 12, 2025  UMBC ITE 325b  Joint work with Erik Metz, Daniel Smolyak, and Jacob Prinz     Let's say you have...</Summary>
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<Tag>muffins</Tag>
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<ThumbnailAltText>A muffin with a piece cut out</ThumbnailAltText>
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<PostedAt>Thu, 04 Sep 2025 15:38:03 -0400</PostedAt>
<EditAt>Thu, 04 Sep 2025 16:34:24 -0400</EditAt>
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