Standard

Derived numbers of one variable convex functions. / Kadry, S.; Alferov, G.; Ivanov, G.; Sharlay, A.

In: Italian Journal of Pure and Applied Mathematics, No. 41, 02.2019, p. 649-662.

Research output: Contribution to journal › Article › peer-review

Harvard

Kadry, S, Alferov, G, Ivanov, G & Sharlay, A 2019, 'Derived numbers of one variable convex functions', Italian Journal of Pure and Applied Mathematics, no. 41, pp. 649-662.

APA

Kadry, S., Alferov, G., Ivanov, G., & Sharlay, A. (2019). Derived numbers of one variable convex functions. Italian Journal of Pure and Applied Mathematics, (41), 649-662.

Vancouver

Kadry S, Alferov G, Ivanov G, Sharlay A. Derived numbers of one variable convex functions. Italian Journal of Pure and Applied Mathematics. 2019 Feb;(41):649-662.

Author

Kadry, S. ; Alferov, G. ; Ivanov, G. ; Sharlay, A. / Derived numbers of one variable convex functions. In: Italian Journal of Pure and Applied Mathematics. 2019 ; No. 41. pp. 649-662.

BibTeX

@article{a8195507e0e746ca9d3b0ba16d6c2e52,
title = "Derived numbers of one variable convex functions",
abstract = "The Fermat, Roll and Lagrange theorems are generalized into the class of nondifferentiable functions, the necessary and sufficient conditions for convexity of one variable functions are given.",
keywords = "Almost periodic solution, Derived number, Dini-H{\"o}lder derived number, Nonsmooth analysis, Periodic solution, periodic solution, derived number, Dini-Holder derived number, almost periodic solution, nonsmooth analysis",
author = "S. Kadry and G. Alferov and G. Ivanov and A. Sharlay",
year = "2019",
month = feb,
language = "English",
pages = "649--662",
journal = "Italian Journal of Pure and Applied Mathematics",
issn = "1126-8042",
publisher = "FORUM EDITRICE UNIV UDINESE",
number = "41",

}

RIS

TY - JOUR

T1 - Derived numbers of one variable convex functions

AU - Kadry, S.

AU - Alferov, G.

AU - Ivanov, G.

AU - Sharlay, A.

PY - 2019/2

Y1 - 2019/2

N2 - The Fermat, Roll and Lagrange theorems are generalized into the class of nondifferentiable functions, the necessary and sufficient conditions for convexity of one variable functions are given.

AB - The Fermat, Roll and Lagrange theorems are generalized into the class of nondifferentiable functions, the necessary and sufficient conditions for convexity of one variable functions are given.

KW - Almost periodic solution

KW - Derived number

KW - Dini-Hölder derived number

KW - Nonsmooth analysis

KW - Periodic solution

KW - periodic solution

KW - derived number

KW - Dini-Holder derived number

KW - almost periodic solution

KW - nonsmooth analysis

UR - http://www.scopus.com/inward/record.url?scp=85063903438&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:85063903438

SP - 649

EP - 662

JO - Italian Journal of Pure and Applied Mathematics

JF - Italian Journal of Pure and Applied Mathematics

SN - 1126-8042

IS - 41

ER -

ID: 41311115