Get the free Theorem. 0, 1, . . . form a complete set in L 2(R) (scrap the proof ... - ocw mit

Theorem. 0, 1, Form a complete set in L2 ® (scrap the proof from last time). Proof. We use complex variables. Show that if f L2 and f, j 0 j N then f 0a.e. 2 Consider the Fourier transform of F (x)

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2. Read the instructions carefully to understand the purpose and requirements of the form. Familiarize yourself with the sections and fields that need to be completed.
3. Begin filling out the form by providing your personal information. This may include your full name, contact information, and any identification numbers required.
4. Proceed to the section where you need to provide specific details related to the theorem 0 1. This may involve stating the theorem number, the problem statement, and any additional information or supporting evidence required.
5. Be concise and clear in your responses, ensuring that you address all the required elements. Provide any data, calculations, or references as necessary to support your answer.
6. Double-check your entries for accuracy and completeness. Make sure that you have included all the required information and that it is correctly filled out.
7. If there are any supporting documents or evidence required, ensure that you attach them securely to the form.
8. Once you have completed all the necessary sections, review the entire form one more time to ensure accuracy and legibility.
9. Sign and date the theorem 0 1 form to certify that the information provided is true and accurate to the best of your knowledge.
10. Submit the completed form according to the instructions provided by the institution or organization that requires it.

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