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		<title><![CDATA[Let's Talk Quantum Mechanics]]></title>
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		<copyright>QMEMCM</copyright>
		<itunes:keywords>quantum physics, mathematics, educational, </itunes:keywords>
		<itunes:author>QMEMCM</itunes:author>
		<itunes:subtitle>A podcast on the physics and mathematics of quantum mechanics</itunes:subtitle>
		<itunes:summary><![CDATA[Welcome to an advanced discussion of quantum mechanics at a level suitable for advanced undergraduates and beginning graduate students. Here I will discuss many aspects of quantum mechanics, that may be quickly glossed over in a traditional university course. The notes for the podcast are available in pdf format on the companion website: https://qmemcm.github.io/letsTalkQM/<hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></itunes:summary>
		<description><![CDATA[Welcome to an advanced discussion of quantum mechanics at a level suitable for advanced undergraduates and beginning graduate students. Here I will discuss many aspects of quantum mechanics, that may be quickly glossed over in a traditional university course. The notes for the podcast are available in pdf format on the companion website: https://qmemcm.github.io/letsTalkQM/<hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></description>
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			<itunes:name>danny dhokarh</itunes:name>
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				<title><![CDATA[Let's Talk Quantum Mechanics]]></title>
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			<title>Uncertainty Principle and Minimum Uncertainty Wave Packet</title>
			<itunes:title>Uncertainty Principle and Minimum Uncertainty Wave Packet</itunes:title>
			<pubDate>Mon, 31 Aug 2020 20:33:23 GMT</pubDate>
			<itunes:duration>27:10</itunes:duration>
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			<itunes:subtitle>Applications of expectation values of operators</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
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			<description><![CDATA[In the third episode, I derive the famous Heisenberg's uncertainty for position and momentum. Using this, I then derive what is known as a minimum uncertainty wave packet. We explore together a wide variety of mathematics, and in particular, demonstrate applications involving expectation value calculations.  <hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></description>
			<itunes:summary><![CDATA[In the third episode, I derive the famous Heisenberg's uncertainty for position and momentum. Using this, I then derive what is known as a minimum uncertainty wave packet. We explore together a wide variety of mathematics, and in particular, demonstrate applications involving expectation value calculations.  <hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></itunes:summary>
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			<title><![CDATA[Ehrenfest's Theorem and Discussion of Operators]]></title>
			<itunes:title><![CDATA[Ehrenfest's Theorem and Discussion of Operators]]></itunes:title>
			<pubDate>Sun, 26 Jul 2020 20:23:55 GMT</pubDate>
			<itunes:duration>43:28</itunes:duration>
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			<itunes:subtitle>Learning how to manipulate various integrals and operators</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:episode>2</itunes:episode>
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			<description><![CDATA[In this second episode, I build upon the equations for expectation values from the previous (first) episode to derive Ehrenfest's theorem and its generalization. I also discuss some basic properties of operators and commutators.<hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></description>
			<itunes:summary><![CDATA[In this second episode, I build upon the equations for expectation values from the previous (first) episode to derive Ehrenfest's theorem and its generalization. I also discuss some basic properties of operators and commutators.<hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></itunes:summary>
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			<title>Schrödinger Equation and related concepts: Introductory discussion</title>
			<itunes:title>Schrödinger Equation and related concepts: Introductory discussion</itunes:title>
			<pubDate>Sat, 06 Jun 2020 03:04:39 GMT</pubDate>
			<itunes:duration>40:36</itunes:duration>
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			<acast:episodeUrl>schrodinger-equation</acast:episodeUrl>
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			<itunes:subtitle>Inaugural Episode</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:episode>1</itunes:episode>
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			<description><![CDATA[Introduction to this new podcast series, followed by a discussion of prerequisites. In this inaugural episode, I discuss the Schrödinger equation and it's interpretation in both position and momentum space. <hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></description>
			<itunes:summary><![CDATA[Introduction to this new podcast series, followed by a discussion of prerequisites. In this inaugural episode, I discuss the Schrödinger equation and it's interpretation in both position and momentum space. <hr><p style='color:grey; font-size:0.75em;'> Hosted on Acast. See <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> for more information.</p>]]></itunes:summary>
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		<itunes:category text="Science">
			<itunes:category text="Mathematics"/>
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