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Quantum Condensed Matter Field Theory Lecture 18 Random Phase Approximation by Ben Simons

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1Quantum Condensed Matter Field Theory- Lecture 18 - Random Phase Approximation

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Matsubara Summations Basic idea: by introducing auxiliary function g(z) that has simple poles of strength unity at z = i_n, Cauchy�s theorem implies

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  • Title: ➤  Quantum Condensed Matter Field Theory- Lecture 18 - Random Phase Approximation
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  • Language: English

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