In this paper, we define 
-convergence and 
-convergence of an infinite product by Cauchy conditions and prove the relation between these two notions.
A note on I-convergence and I*-convergence of an infinite product
İlkhan, Merve, Bașarir, Metin and Kara, Emrah, Evren
Abstract
creative_2017_26_3_275_279_abstractFull PDF
creative_2017_26_3_275_279Additional Information
| Author(s) | İlkhan, Merve, Kara, Emrah Evren, Bașarir, Metin |
|---|
Recently posted
-
An adaptable software quality model
-
Asymptotically ideal invariant equivalence
-
Conformable fractional integral inequalities for some convex functions
-
Hadamard's inequality and its extensions for conformable fractional integrals of any order α>0
-
Some remarks on the notations and terminology in the ordered set theory
-
Soft mappings on soft generalized topological spaces
-
Intelligent rating tool for software quality attributes
-
On ideal invariant convergence of double sequences and some properties
-
A study in the fixed point theory for a new iterative scheme and a class of generalized mappings
-
Comparative statistical analysis on two types of acetylsalicylic acid tablets