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(alpha-psi) Type contractive mappings and related fixed point theorems
(2016) Ürgüp, Edanur
This thesis consists of three sections. The first section is reserved for introduction, some basic definitions and declaration of literature about alpha-psi type contractive mappings and related fixed point theorems have been presented. The second section deals with the main results. We have applied definition of alpha-admissible for two different functions of f and T. Furthermore, we have investigated their results. Finally, the third section includes discussion and conclusion.
Basin's fractal via complex newton's method
(2015) Murad, Zainab
In this thesis, we show that when we applied the Newton's method on the exponential function,f(z)=p(z)eQ(z) where p(z) and Q(z) are polynomials in the complex plane, the attraction basins of roots have finite area when n . With the help of MATLAB we obtained nice fractals in order to prove the finite basins area when n and infinite basins area when n<2
Fixed point theorems for cyclic contraction mappings
(2013) Balpetek, Güzin
In this thesis we do a survey about cyclic contractıon mappıngs on some special metric spaces and also we examine fixed point theorems for the cyclic contraction mappings
On fixed point theorems occurring on metric and D-metric spaces
(2004) Palta, Hasan
In this thesis, we first give some basic knowledge about "the fixed point" based mainly on the Banach Contraction Principle. Later, we give explanations about the development of this concept. At last, we discuss a new terminology called "the D- metric space" and relate the previous contributions to the latter

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