Verify that (8 13 21) follows from (8 13 20) for bosons, and derive the comparable relation for fermions 1 Bh ( 1 2M A) 1) e(E ) G(k, wn) 1 2 (1 2 2 (3 10 1) Lp eB(E ) dt elante E )t h dt eant e (E )t h (8 13 20)...

The integral to be performed is Bh G F W 1 1 OXE 1 1 Gkwn 2 eEx For n even this is 1 2 12 1 ...

Verify that (8.13.21) follows from (8.13.20) for bosons, and derive the comparable relation for fermions. 1 Bh

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Verify that (8.13.21) follows from (8.13.20) for bosons, and derive the comparable relation for fermions.

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Solid State Physics Essential Concepts

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Verify that (8.13.21) follows from (8.13.20) for bosons, and derive the comparable relation for fermions. 1 Bh

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1 Bh - / - ( 1 + 2M² - A) - 1) / ²² eß(E-μ) - G(k, wn) = − 1/2 (1 -=-2/2 (²3-10-1) Lp² eB(E-) dt elante-E-μ)t/h dt eant e-(E-μ)t/h (8.13.20)

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The integral to be performed is Bh G F W 1 1 OXE 1 1 Gkwn 2 eEx For n even this is 1 2 12 1 ...View the full answer

Solid State Physics Essential Concepts

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