Yazar "Tanay, Bekir" için listeleme
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A completely new approach for the theory of Soft Groups and Soft Rings
Yaylalı, Gözde; Polat, Nazan Çakmak; Tanay, Bekir (Ios Press, 2019)A new soft group definition is given by Ghosh and Samanta by using the definition of soft element which is introduced by Wardowski. In this paper we study on binary operation on a soft set by using the soft element definition. ... -
Fuzzy cone metric spaces
Oner, Tarkan; Kandemir, Mustafa Burc; Tanay, Bekir (Int Scientific Research Publications, 2015)In this study, we define the fuzzy cone metric space, the topology induced by this space and some related results of them. Also we state and prove the fuzzy cone Banach contraction theorem. (C) 2015 All rights reserved. -
A matrix method for solving high-order linear difference equations with mixed argument using hybrid Legendre and Taylor polynomials
Guelsu, Mustafa; Sezer, Mehmet; Tanay, Bekir (Pergamon-Elsevier Science Ltd, 2006)A numerical method for solving the higher order linear difference equations with variable coefficients and mixed argument under the mixed conditions is presented. The method is based on the hybrid Legendre and Taylor ... -
A Method for Decision Making Problems by Using Graph Representation of Soft Set Relations
Polat, Nazan Çakmak; Yaylalı, Gözde; Tanay, Bekir (Tsi Press, 2019)Soft set theory, which was defined by D. Molodtsov, has a rich potential for applications in several fields of life. One of the successful application of the soft set theory is to construct new methods for Decision Making ... -
Numerical Solution of a Class of Complex Differential Equations by the Taylor Collocation Method in Elliptic Domains
Sezer, Mehmet; Tanay, Bekir; Gulsu, Mustafa (Wiley, 2010)An approximate method for solving higher-order linear complex differential equations in elliptic domains is proposed. The approach is based on a Taylor collocation method, which consists of the matrix represantation of ... -
On the anti-automorphism of mod-p Steenrod algebra in the language of the structure of combs
Tanay, Bekir (2004)Parçalanmış ve demetlenmiş taraklar metodu mod-2 Steenrod cebiri için J.H.Silverman tarafından verilmiştir [1]. Bu metod, verilen bir P(T) Milnor elemanının diğer P(r) ve P(s) gibi iki Milnor elemanının anti-otomorfizmalarının ... -
Rational Chebyshev Collocation Method for Solving Higher-Order Linear Ordinary Differential Equations
Sezer, Mehmet; Gulsu, Mustafa; Tanay, Bekir (Wiley-Blackwell, 2011)A collocation method to find an approximate solution of higher-order linear ordinary differential equation with variable coefficients under the mixed conditions is proposed. This method is based on the rational Chebyshev ... -
Results on soft continuous functions in the soft topological spaces equipped with soft Scott topology
Yaylalı, Gözde; Tanay, Bekir (Int Scientific Research Publications, 2017)In this study, some properties of soft Scott topology are examined and some relations between soft Scott topology and way below soft set relations are shown. Also the notion of soft Scott continuous function on soft ... -
A Soft Interval Based Decision Making Method and Its Computer Application
Yaylalı, Gözde; Çakmak Polat, Nazan; Tanay, Bekir (WALTER DE GRUYTER GMBH, 2021)In today's society, decision making is becoming more important and complicated with increasing and complex data. Decision making by using soft set theory, herein, we firstly report the comparison of soft intervals (SI) as ... -
Soft Intervals and Soft Ordered Topology
In this paper, the concept of soft interval is given and an example for soft Scott topology is illustrated by using the soft intervals. A tabular form for all soft closed intervals is presented. Then soft order topology ... -
Soft Semi-Topological Groups
Tanay, Bekir; Cakmak, Nazan (Taru Publications, 2014)Nazmul and Samanta [6] gived the defi nition of soft topological group after initiating the soft set theory by Molodtsov [1] in 1999. In this paper, the concept of soft semi-topological groups are introduced, several ... -
Soft sets and soft rings
Acar, Ummahan; Koyuncu, Fatih; Tanay, Bekir (Pergamon-Elsevier Science Ltd, 2010)Molodtsov (1999) introduced the concept of soft sets in [1]. Then, Maji et al. (2003) defined some operations on soft sets in [2]. Aktas and Cagman (2007) defined the notion of soft groups in [3]. Finally, soft semirings ... -
Some results on soft element and soft topological space
Polat, Nazan Çakmak; Yaylalı, Gözde; Tanay, Bekir (Wiley, 2019)All over the globe, soft set theory is a topic of interest for many authors working in diverse areas because of its rich potential for applications in several directions since the day it was defined by Molodtsov in 1999. ... -
A Taylor collocation method for the numerical solution of complex differential equations with mixed conditions in elliptic domains
Sezer, Mehmet; Gulsu, Mustafa; Tanay, Bekir (Elsevier Science Inc, 2006)An approximate method for solving higher-order linear complex differential equations in the elliptic domains is proposed. The approach is based on a Taylor collocation method, which consists of the matrix representation ... -
Tolerance Soft Set Relation on a Soft Set and its Matrix Applications
Polat, Nazan Çakmak; Yaylalı, Gözde; Tanay, Bekir (Ios Press, 2017)In this paper the tolerance soft set relation on a soft set is defined and some examples are given with their matrix representations. Also, pre-class and tolerance class concepts for a given tolerance soft set relation are ... -
Topological structure of fuzzy soft sets
Tanay, Bekir; Kandemir, Mustafa Burç (Pergamon-Elsevier Science Ltd, 2011)In this paper, the concept of fuzzy soft topology is introduced and some of its structural properties such as neighborhood of a fuzzy soft set, interior fuzzy soft set, fuzzy soft basis, fuzzy soft subspace topology are ... -
The Way-Below Soft Set Relatıon
Umul, Gözde Yaylalı; Tanay, Bekir (2019)Order is used frequently in mathematical objects and related fields. We use order in the soft set that is introduced by Molodtsov [1]. Babitha and Sunil [2] gave the definition of soft set relation, then Babitha and Sunil ...
