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Best approximations in different settings Olof Rubin 07/02/2023 In this presentation I will discuss how to best approximate a function using polynomials. The answer to the question of what is “best” is different depending on who you ask. To some it may be the approximation that can be explicitly computed in finite time, but here we will search for the actual best approxima- tion. This is an old su
https://www.maths.lu.se/fileadmin/maths/personal_staff/PhD_seminar/olofrubin-phdseminar.pdf - 2026-01-08
