MS-C1350 - Partial Differential Equations, 07.09.2020-14.12.2020
This course space end date is set to 14.12.2020 Search Courses: MS-C1350
Topic outline
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There will be 11 sets of pre-lecture assignments with yes or no problems. The deadlines for the pre-lecture assignments are at the beginning of each lecture (14.00 on Monday), except of the first lecture.
- The problems are in a separate PDE file.
- The solutions are given using MyCourses yes/no-quiz.
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1(d): There was a typo in this question. The correct formulation would have been
"Assume that \(f,g\in C([-\pi,\pi])\). Then \(\|f-g\|_{L^2([-\pi,\pi])}=0\) \(\Longleftrightarrow\) \(f(t)=g(t)\) for every \(t\in[-\pi,\pi]\)."
or
"Assume that \(f,g\in C([-\pi,\pi])\) are \(2\pi\)-periodic functions. Then \(\|f-g\|_{L^2([-\pi,\pi])}=0\) \(\Longleftrightarrow\) \(f(t)=g(t)\) for every \(t\in\mathbb R\)."
Therefore the weight of this question will be 0 in grading.
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Clarification: In problem 5, the word 'function' refers to \(f\).
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