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  <created>1539004225</created>
  <changed>1539696922</changed>
  <title><![CDATA[ISyE Statistics Seminar - Wotao Yin]]></title>
  <body><![CDATA[<p><strong>Abstract</strong>: We will demonstrate a wide range of first-order optimization methods that can<br />
be built from a few concepts and tricks in the monotone operator theory. They</p>

<p>include gradient, proximal-gradient, (proximal) method of multipliers, alternating</p>

<p>minimization, PDHG, Chambolle Pock, Condat-Vu, (standard, proximal, and</p>

<p>linearized) ADMM, and PD3O. Finite-sum and block-coordinate-friendly properties</p>

<p>are used to develop parallel and asynchronous methods. However, we will</p>

<p>leave out topics such as line search, Nesterov/heavy-ball accelerations, conditional</p>

<p>gradients, and second-order methods. We will also discuss how to recognize</p>

<p>unbounded, infeasible, and other pathological problems by first-order methods.</p>

<p>Co-author: Ernest K. Ryu and Yanli LI.</p>

<p>&nbsp;</p>

<p><strong>BIO:&nbsp;</strong> Wotao Yin<br />
Affiliation: University of California; Los Angeles</p>
]]></body>
  <field_summary_sentence>
    <item>
      <value><![CDATA[Building First-order Methods from Monotone Operators]]></value>
    </item>
  </field_summary_sentence>
  <field_summary>
    <item>
      <value><![CDATA[<p><strong>Abstract:</strong> We will demonstrate a wide range of first-order optimization methods that can be built from a few concepts and tricks in the monotone operator theory. They</p>

<p>include gradient, proximal-gradient, (proximal) method of multipliers, alternating</p>

<p>minimization, PDHG, Chambolle Pock, Condat-Vu, (standard, proximal, and</p>

<p>linearized) ADMM, and PD3O. Finite-sum and block-coordinate-friendly properties</p>

<p>are used to develop parallel and asynchronous methods. However, we will</p>

<p>leave out topics such as line search, Nesterov/heavy-ball accelerations, conditional</p>

<p>gradients, and second-order methods. We will also discuss how to recognize</p>

<p>unbounded, infeasible, and other pathological problems by first-order methods.</p>

<p>&nbsp;</p>

<p>Co-author: Ernest K. Ryu and Yanli LI.</p>
]]></value>
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      <value><![CDATA[2018-10-29T15:00:00-04:00]]></value>
      <value2><![CDATA[2018-10-29T16:00:00-04:00]]></value2>
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      <timezone><![CDATA[America/New_York]]></timezone>
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        <value><![CDATA[Public]]></value>
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        <value><![CDATA[Graduate students]]></value>
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        <value><![CDATA[Undergraduate students]]></value>
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  <field_url>
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      <url><![CDATA[https://www.isye.gatech.edu/about/maps-directions/isye-building-complex]]></url>
      <title><![CDATA[ISyE Building Complex]]></title>
            <attributes><![CDATA[]]></attributes>
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      <email><![CDATA[]]></email>
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      <nid><![CDATA[]]></nid>
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  <links_related>
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  <og_groups>
          <item>1242</item>
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  <og_groups_both>
          <item><![CDATA[School of Industrial and Systems Engineering (ISYE)]]></item>
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        <tid>1795</tid>
        <value><![CDATA[Seminar/Lecture/Colloquium]]></value>
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        <tid>179303</tid>
        <value><![CDATA[proximal-gradient]]></value>
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        <tid>179304</tid>
        <value><![CDATA[monotone operator theory]]></value>
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