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Profile

Picture
buyukasik.jpg picture
Full Name
Büyükaşık, Engin
Variants
Buyukasik, Engin
Büyükaşık, E
Buyukasik, E
Büyükaşık, E.
Buyukasik, E.
 
Main Affiliation
04.02. Department of Mathematics
 
Email
enginbuyukasik@iyte.edu.tr
 
ORCID
0000-0003-2402-3496
Researcher ID
B-5963-2016
 
Scopus Author ID
6504488611
Loading... 2 0 20 0 false
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Country
Turkey
Status
Current Staff

Publications
  • Articles
  • Others

Author

  • 32 Büyükaşık, Engin
  • 7 Alizade, Rafail
  • 5 Alagöz, Yusuf
  • 4 Buyukasik, Engin
  • 3 Durğun, Yılmaz
  • 3 Kafkas Demirci, Gizem
  • 3 Lomp, Christian
  • 2 Alagoz, Yusuf
  • 2 Benli Göral, Sinem
  • 2 Durgun, Yılmaz
  • . next >

Subject

  • 7 Injective modules
  • 5 Modules (Algebra)
  • 5 Rings (Algebra)
  • 4 R-modules
  • 2 Artinian rings
  • 2 Flat modules
  • 2 General module theory
  • 2 Injective module
  • 2 Kasch ring
  • 2 Subpurity domain
  • . next >

Date issued

  • 11 2020 - 2026
  • 20 2010 - 2019
  • 5 2000 - 2009

Type

  • 36 Article

Fulltext

  • 28 With Fulltext
  • 8 No Fulltext


Results 21-36 of 36 (Search time: 0.004 seconds).

  • 1
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Issue DateTitleAuthor(s)
21Jan-2017Poor and Pi-Poor Abelian GroupsAlizade, Rafail ; Büyükaşık, Engin 
22May-2018Poor Modules With No Proper Poor Direct SummandsAlizade, Rafail ; Büyükaşık, Engin ; López-Permouth, Sergio; Yang, Liu
232010Rad-Supplemented ModulesBüyükaşık, Engin ; Mermut, Engin; Özdemir, Salahattin
242016Rad-supplements in injective modulesBüyükaşık, Engin ; Tribak, Rachid
252019Rings and Modules Characterized by Opposites of Fp-InjectivityBüyükaşık, Engin ; Kafkas Demirci, Gizem
26Jul-2014Rings and Modules Characterized by Opposites of InjectivityAlizade, Rafail ; Büyükaşık, Engin ; Er, Noyan
27Jun-2012Rings Over Which Flat Covers of Simple Modules Are ProjectiveBüyükaşık, Engin 
282025Rings Whose Mininjective Modules Are InjectiveAlagoz, Yusuf ; Benli-Goral, Sinem; Buyukasik, Engin ; Garcia Rozas, Juan Ramon; Oyonarte, Luis
292009Rings Whose Modules Are Weakly Supplemented Are Perfect. Applications To Certain Ring ExtensionsBüyükaşık, Engin ; Lomp, Christian
302021Rings Whose Nonsingular Right Modules Are R-ProjectiveAlagöz, Yusuf ; Benli Göral, Sinem; Büyükaşık, Engin 
31Feb-2018Rugged Modules: the Opposite of FlatnessBüyükaşık, Engin ; Enochs, Edgar; Rozas, J. R. García; Kafkas Demirci, Gizem; López-Permouth, Sergio; Oyonarte, Luis
322016Small Supplements, Weak Supplements and Proper ClassesAlizade, Rafail ; Büyükaşık, Engin ; Durğun, Yılmaz
33Jan-2012Strongly Radical Supplemented ModulesBüyükaşık, Engin ; Türkmen, Ergül
342025Virtually Regular ModulesBuyukasik, Engin ; Demir, Ozlem Irmak
35Nov-2010Weakly Distributive Modules. Applications To Supplement SubmodulesBüyükaşık, Engin ; Demirci, Yılmaz Mehmet
36Sep-2010When Δ-Semiperfect Rings Are SemiperfectBüyükaşık, Engin ; Lomp, Christian
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