İbrahim ÇANAK

Fen Fakültesi, Matematik Bölümü, Uygulamalı Matematik Anabilim Dalı

Araştırma alanları: Temel Bilimler, Matematik, Diziler, Seriler ve Toplanabilirlik, Bilgisayar Bilimleri, Mühendislik ve Teknoloji, Algoritmalar, Bilgisayar Grafiği, Fizik, Veritabanı ve Veri Yapıları, Biyoenformatik

Yayınlar

Tauberian Theorems for the Statistical Deferred Cesàro Summability of Sequences of Fuzzy Numbers (2026)
Tauberian theorems for the statistical deferred Cesàro summability of sequences of fuzzy numbers (2026)
Deferred Logarithmic Summability for Fuzzy Number-Valued Sequences with Applications to Tauberian Theorems (2026)
The statistical $$(\overline{N},p,q)$$ summability method and its application to Korovkin-type approximation theorem (2026)
General Tauberian theorems for the statistically (C, 1) summable integrals (2025)
Deferred logarithmic summability and its applications to Tauberian theory (2025)
On Tauberian conditions for the Hölder integrability method (2025)
Necessary and Sufficient Tauberian Conditions for Logarithmic Summable Sequences in Two-Normed Spaces (2025)
Conditions under which the convergence of a sequence or its certain subsequences follows from the summability by deferred weighted means (2024)
The novel Tauberian conditions associated with the (N; p; q) summability of double sequences (2024)
Some Tauberian Theorems for the Weighted Mean Method of Summability of Double Sequences (2024)
Conditions under which the Convergence of a Sequence or its Certain Subsequences Follows from the Summability by Deferred Weighted Means (2024)
Statistical Deferred Cesàro Summability and Its Applications to Tauberian Theory (2023)
On the weighted generator of double sequences and its Tauberian conditions (2023)
Tauberian conditions under which statistical convergence follows from statistical summability by weighted mean method in two-normed spaces (2023)
NECESSARY AND SUFFICIENT TAUBERIAN CONDITIONS UNDER WHICH STATISTICALLY LOGARITHMIC CONVERGENCE FOLLOWS FROM STATISTICALLY LOGARITHMIC SUMMABILITY (2023)
Tauberian theorems concerning weighted mean summable integrals (2023)
Deferred Cesàro means of fuzzy number-valued sequences with applications to Tauberian theorems (2023)
Tauberian theorems for the Cesàro summability method of regularly generated double integrals (2023)
Some novel approaches on the (N, p, q) summability of double sequences of fuzzy numbers and its applications (2023)
Tauberian theorems for the statistical Cesàro summability method in intuitionistic fuzzy normed spaces (2023)
Some Tauberian theorems for the weighted mean method of summability of double sequence (2023)
Conditions Under Which Convergence of a Sequence or its Certain Subsequences Follows From Deferred Cesàro Summability (2022)
On the convergence of weighted mean summable improper integrals over $${\mathbb {R}}_{\ge 0}$$ (2022)
On the logarithmic summability $(L,1)$ of integrals on $[1,\infty)$ (2022)
Necessary and Sufficient Tauberian Conditions under which Convergence follows from (A r,δ ,p,q;1,1), (A r,*,p,*;1,0) and (A *,δ ,*,q;0,1) Summability Methods of Double Sequences (2022)
Necessary and Sufficient Tauberian Conditions under which Convergence follows from (Ar,?, p, q; 1, 1), (Ar,*, p, *; 1, 0) and (A*,?, *, q; 0, 1) Summability Methods of Double Sequences (2022)
Necessary and sufficient Tauberian conditions under which convergence follows from $A^{r,\delta}$ summability (2022)
Tauberian Conditions Under which Convergence Follows from the Weighted Mean Summability and Its Statistical Extension for Sequences of Fuzzy Numbers (2022)
Some Tauberian Theorems for Cesàro Summability of Double Integrals over R2+ (2021)
Weighted mean summability of improper integrals through backward and forward differences (2021)
Extension of some classical type Tauberian conditions for the (N ¯,q) summability of integrals (2021)
On Tauberian conditions for statistical weighted mean method of summability (2021)
Some Tauberian theorems for Cesàro summability of double integrals over R2+ (2021)
On deferred weighted means and Tauberian theorems (2021)
On the Euler method of summability and concerning Tauberian theorems (2021)
Necessary and sufficient Tauberian conditions under which convergence follows from summability A^r,p (2021)
Tauberian conditions under which convergence follows from the weighted mean summability and its statistical extension for sequences of fuzzy number (2021)
On a mean method of summability (2021)
TAUBERIAN THEOREMS FOR THE WEIGHTED MEAN METHOD OF SUMMABILITY OF INTEGRALS (2020)
A revisited Tauberian theorem for which slow decrease with respect to a weight function is a tauberian condition for the weighted mean summability of integrals over R+ (2020)
A Tauberian condition under which convergence follows from the weighted mean summability of sequences of fuzzy number (2020)
TAUBERIAN THEOREMS FOR THE WEIGHTED MEAN METHOD OF SUMMABILITY OF INTEGRALS (2020)
Classical Tauberian theorems for Cesaro summability method of double integrals over R_{+}^{2} (2020)
Statistical extensions of Tauberian theorems for the weighted mean method of summability in two-normed spaces (2020)
Some applications of Hölder integrability in q-calculus (2020)
Convergence follows from Cesàro summability in the case of slowly decreasing or slowly oscillating double sequences in certain senses (2020)
A tauberian condition under which convergence follows from the weighted mean summability of sequences of fuzzy number (2020)
An alternative proof of a Tauberian theorem for the weighted mean summability of integrals over R_{+} (2020)
A revisited Tauberian theorem for which slow decrease with respect to a weight function is a Tauberian condition for the weighted mean summability of integrals over R_{+} (2020)
TAUBERIAN CONDITIONS FOR $q$-CES\`{A}RO INTEGRABILITY (2020)
A Tauberian Theorem for a Weighted Mean Method of Summability in Ordered Spaces (2020)
A Tauberian theorem for the deferred Cesàro mean method of summability (2020)
An alternative proof of a Tauberian theorem for the weighted mean summability of integrals over R_+ (2020)
Statistical extensions of Tauberian theorems for the weighted mean method of summability in two-normed spaces (2020)
Necessary and sufficient Tauberian conditions for weighted mean methods of summability in two-normed spaces (2020)
On the core of weighted means of sequences (2020)
A Tauberian condition under which convergence follows from the weighted mean summability of sequences of fuzzy number (2020)
Convergence follows from Cesàro summability in the case of slowly decreasing or slowly oscillating double sequences in certain senses (2020)
On subsequentially convergent sequences (2019)
SOME TAUBERIAN THEOREMS FOR WEIGHTED MEANS OF DOUBLE INTEGRALS (2019)
An alternative proof of the generalized Littlewood Tauberian theorem for Cesàro summable double sequences (2019)
Some Tauberian theorems for iterations of Hölder integrability method (2019)
General Tauberian theorems for the Cesàro integrability of functions (2019)
Some Tauberian theorems for (C, 1, 1) summability method by regularly generated double integrals (2019)
Logarithmic summability of integrals on [1, \infty) (2019)
Tauberian theorems for the weighted mean summability of integrals on [1, \infty) (2019)
Tauberian theorems for the product of weighted and Cesàro summability methods of double sequences (2019)
Theorems on the subsequential convergence (2019)
Preface Analysis and Functional Analysis (2019)
Tauberian conditions under which convergence follows from cesàro summability of double integrals over r2+ (2019)
Some Tauberian theorems for weighted means of double integrals on R_{+}^{2} (2019)
An Alternative Proof of a Tauberian Theorem for the Weighted Mean Method of Summability (2019)
Sufficient Tauberian conditions for the (N p) summability of sequences (2019)
Some Tauberian conditions under which convergence follows from (C, 1, 1, 1) summability (2019)
An alternative proof of the generalized Littlewood Tauberian theorem for Cesaro summable double sequences (2019)
Logarithmic summability (L, 1) of integrals on [1, ∞) (2019)
Some Tauberian theorems for (C 1 1) summability method by regularly generated integrals (2019)
On subsequentially convergent sequences (2019)
Tauberian Theorems for the Product of Weighted and Cesàro Summability Methods for Double Sequences (2019)
Tauberian theorems for the weighted mean method of summability of integrals (2019)
Tauberian conditions under which convergence follows from summability by thediscrete power series method (2019)
Necessary and sufficient Tauberian conditions under which convergence follows from A{r,\delta} summability, (2019)
Some Tauberian theorems for iterations of Hölder integrability method (2019)
Some Tauberian theorems for weighted means of double integrals (2019)
Necessary and sufficient Tauberian conditions under which convergence of double sequences follows from Ar,δ summability (2019)
Tauberian conditions under which convergence follows from Cesàro summability of double integrals over R2 (2019)
General Tauberian conditions for weighted mean methods of summability (2019)
Tauberian theorems for statistically (C, 1, 1) summable double sequences (2019)
TAUBERIAN REMAINDER THEOREMS FOR ITERATIONS OF METHODS OF WEIGHTED MEANS (2019)
An Alternative Proof of a Tauberian Theorem for the Weighted Mean Method of Summability (2019)
Tauberian theorems for $$(\overline{N},p,q)$$ summable double sequences of fuzzy numbers (2019)
Tauberian conditions under which convergence follows from its summability by the logarithmic power series method (2018)
Tauberian Theorems for Iterations of Weighted Mean Summable Integrals (2018)
Cesàro integrability and tauberian theorems in quantum calculus (2018)
Tauberian conditions with controlled oscillatory behavior for statistical convergence (2018)
One-sided tauberian conditions for the (N p) summability of integrals (2018)
Tauberian theorems for the statistical convergence and the statistical (C, 1, 1) summability (2018)
Tauberian Conditions Under Which Convergence Follows from Statistical Summability by Weighted Means (2018)
Tauberian conditions under which convergence follows from statistical summability by weighted means (2018)

Özgeçmiş