Open AccessBernstein type inequalities of different metrics for splines defined on the real domain
Author(s) -
В. Ф. Бабенко,
V.A. Zontov
Publication year - 2013
Publication title -
researches in mathematics
Language(s) - English
Resource type - Journals
eISSN - 2664-5009
pISSN - 2664-4991
DOI - 10.15421/241303
Subject(s) - integrable system , mathematics , equidistant , type (biology) , domain (mathematical analysis) , pure mathematics , inequality , order (exchange) , mathematical analysis , algebra over a field , geometry , ecology , finance , economics , biology
New sharp Bernstein type inequalities of different metrics in spaces of integrable functions for non-periodic splines of order m and minimal defect, having equidistant nodes, are obtained.
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