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This document contains instructions for a homework assignment on Fourier analysis due January 29th. Students are to write their solutions in Latex, show their work, and cite any outside sources. Late assignments will not be accepted. The homework contains 3 problems: 1) Prove the Steinitz exchange lemma for vector spaces, 2) Use the lemma to prove that bases of the same vector space must have the same number of elements, and 3) Prove that an odd and even function are orthogonal with respect to the L2 inner

Author

Sam Johnson

Language

EN