I. Yalçinkaya

发表

On a System of k-Difference Equations of Order Three

D. T. Tollu, Hijaz Ahmad, Yong-Min Li, 2020, Mathematical Problems in Engineering.

On the dynamics of the recursive sequence xn+1=xn1/+xn22xn4+xn2xn42

E. Erdogan, I. Yalçinkaya, C. Çinar, 2011 .

Research Article On the Difference Equation x n 1 α x n−m /x k

I. Yalçinkaya, Meram Yeni Yol, 2008 .

A Note on Global Asymptotic Stability of a Family of Rational Equations

Ibrahim Yalcinkaya, Cengiz Cinar, Stevo Steviand, 2005 .

On the Global Asymptotic Stability of a Second-Order System of Difference Equations

I. Yalçinkaya, 2008 .

On the Difference Equation

I. Yalçinkaya, 2008 .

On the Max-Type Equation

I. Yalçinkaya, 2012 .

On the Recursive Sequence xn 1 max { xn , A } / x 2 nxn − 1

I. Yalçinkaya, C. Çinar, Ali Gelisken, 2010 .

On the Positive Solutions of the

I. Yalçinkaya, C. Çinar, 2006 .

Soliton solutions for time fractional ocean engineering models with Beta derivative

Hijaz Ahmad, Ibrahim Yalcinkaya, Orkun Tasbozan, 2021, Journal of Ocean Engineering and Science.

Nutrient content and in vitro digestibility of Turkish grape pomaces

I. Yalçinkaya, F. Owens, T. Gungor, 2011 .

On the dynamics of a higher-order fuzzy difference equation with rational terms

D. T. Tollu, M. Bayram, I. Yalçinkaya, 2023, Soft Computing.

On a nonlinear fuzzy difference equation

D. T. Tollu, I. Yalçinkaya, Vildan Çalişkan, 2022, Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics.

Qualitative behavior of a higher-order fuzzy difference equation

D. T. Tollu, T. Botmart, A. Khastan, 2023, AIMS Mathematics.

Global asymptotic stability of a system of difference equations

I. Yalçinkaya, C. Çinar, D. Şi̇mşek, 2008 .

On the recursive sequence x_{n+1}=x_{n-3}/(1+x_{n-1})

I. Yalçinkaya, C. Çinar, D. Şi̇mşek, 2006 .

On the behavior of positive solutions of the system of rational difference equations xn+1 = xn-1/(ynxn-1+1), yn+1 = yn-1/(xnyn-1+1)

Cengiz Çinar, Abdullah Selçuk Kurbanli, Ibrahim Yalçinkaya, 2011, Math. Comput. Model..

Global behavior of a three-dimensional system of difference equations of order three

D. T. Tollu, I. Yalçinkaya, 2018 .

On the Solutions of a System of Difference Equations

Ibrahim Yalcinkaya, Cengiz Cinar, I. Yalçinkaya, 2011 .

A STUDY ON THE POSITIVE SOLUTIONS OF AN EXPONENTIAL TYPE DIFFERENCE EQUATION

D. T. Tollu, I. Yalçinkaya, 2017 .

On the Solutions of Systems of Difference Equations

I. Yalçinkaya, C. Çinar, M. Atalay, 2008 .

On a class of rational difference equations

I. Yalçinkaya, N. Atasever, 2010 .

A detailed study on a solvable system related to the linear fractional difference equation.

D. T. Tollu, Hijaz Ahmad, Shaowen Yao, 2021, Mathematical biosciences and engineering : MBE.

On the positive solutions of the difference equation x_{n+1}=max{A/x_n^2, Bx_{n-1}/(x_nx_{n-2}^2)}

I. Yalçinkaya, C. Çinar, 2006 .

Global behavior of third order system of rational difference equations

E. Elsayed, Eduardo Liz, I. Yalçinkaya, 2018 .

On the Solutions of the Difference Equation

I. Yalçinkaya, Canan Karatas, 2012 .

Global Behavior of a Recursive Sequence

A. Hamza, I. Yalçinkaya, C. Çinar, 2013 .

On a Max-Type Difference Equation

Ali Gelisken, Ibrahim Yalcinkaya, Cengiz Cinar, 2010 .

On positive solutions of a reciprocal difference equation with minimum

Cengiz Çinar, Stevo Stević, Ibrahim Yalçinkaya, 2005 .