Тригонометрические и алгебраические полиномы с несколькими фиксированными старшими гармониками, наименее уклоняющиеся от нуля
: магистерская диссертация

学生论文: Master's Thesis

摘要

We consider the problem on polynomials with fixed higher coefficients that deviate least from zero. We find an explicit form for all trigonometric polynomials with fixed coefficients at three highest harmonics that deviate least from zero in the integral norm as well as algebraic polynomials with three fixed leading coefficients that deviate least from zero in the integral norm with the Chebyshev weight.
奖励日期2017
源语言Russian
奖励机构
  • Ural Federal University
导师Иван Евгеньевич Симонов (Supervisor)

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