On Ovals and Harmonic Sets in A Finite Projective Plane.

On the Sequences of Two Indices.

Inverse Problem for A Kinetic Equations.

Special Integral Geometry Problems.

Some Integral Geometry Problems for Geodesics.

Sturm-Liouville Problems.

Intuitionistic σ- Algebras and Intuitionistic Measures on Intuitionistic Sets.

Approximation of Sequences of Operators on Function Spaces.

Some Direct and Inverseproblems for the Hyperbolic Type Equations and Their Applications.

Direct and Inverse Problems for Parabolic Type Equations and Their Applications.

One-Parameter Semigroups on Banach Spaces.

Generalized Factorization in Hardy Spaces and the Commutant of Toeplitz Operators.

Some Application of Critical Points Teory.

Korovkin Theorems and Their Applications.

Push-Out Space of Spherical Manifolds.

The Focal Sets Manifolds and Some Applications.

Existence of Positive Solutions for Sturm-Liouville Boundary Value Problem.

Investigation of Solvability of Neumann Type Initıal-Boundary Value Problem for Hodgkin-Huxley Equations.

Compakt Composition Operators.

Measure on Polish Spaces.

Conformal Maps and the Push-Out Space.

Classification of Smooth Surfaces.

Solution of the Dirichlet Problem with Green Functions.

ώtt = c2 ώχχ +µ(χ ) ώt + λ(χ) ώ + a(χ ) ώχ on the Inverse Problem for Hyperbolic Equation.

ώtt = c2 ώχχ +µ(χ ) ώt + λ(χ) ώ on the Inverse Problem for Hyperbolic Equation.

Wave Equation.

Immersions of Manifolds and Focal Points.

Finite Dimensional Fuzzy Normed Linear Space.

Integral Operators with Bounded Variation Kernels.

Approximation to Integrable Functıons in Squences of Lineer Positive Operators.

Integral Operators with Rational Kernels.

Transnormal Manifolds.

Topology of Manifolds.

Plane Integral Geometry Problem.

Topological Structures of Fuzzy Normed Linear Space.

Product Measures.

Positive Definition Integral Operators.

Fuzzy Normed Space of Operators and Its Completeness.

Positive Integral Operators with Analytic Kernels.

Fredholm and Volterra Type Integral Equations.

Symmetric Powers of Regular Modules.

Norms of Powers of the Volterra Operator.

Convergence Conditions of Linear Operator Sequences in the Continuous Function Spaces That Are Defined in the Unbounded Domains.

Convergence Conditions of Linear Operator Sequences in the Continuous Functıon Spaces That Are Defined in the Unbounded Domains.

Laplace and Helmholtz Equations.

On the Sturm-Louville Problem and Its Spectral Theory.

Three- Dimensional Inverse Problem for the Transport Equation.

On the Solution of Boundary Value Problems Via Green’s Functions.

A Symbolic Algorithm for the Approximate Solution of Inverse Problem for Linear Kinetic Equation.

Solvability of A Non-Linear Inverse Problem for the Non-Stationary Kinetic Equation and A Numerical Solution.

The Inverse Problem for Kinetic Equation.

Eigenvalues of Differentiable Positive Definite Kernels.

On Positive Integral Operators.

Convergence Conditions of Linear K- Positive Operator Sequences in the Analytic Functions Space.

Elements of Order 2 in Certain Free Central Extensions of Groups.

On the Sturm-Liouville Problem, Schrödinger Eigenvalue Problem and Perturbation Methods.

Smirnov Spaces and the Eigenvalues of Type of Volterra Integral Operators.

Asymptotic Behaviour of Eigenvalues of Certain Positive Integral Operators.

Spherical Immersions and Focal Points of Manifolds.

Transnormal Submanifolds and Their Parallels.

Convergence Conditions of Linear K- Positive Operator Sequences in the Analytic Functions Space.

On the Order of Magnitude of Fourier Transforms.

On Eigenvalues of Positive Operators on Unbounded Intervals.

Solvability and Numerical Solution of An Inverse Problem for A Kinetic Equation with Absorption Coeffıcient.

About the Laplace Differential Equation and Its Application.

Laplace Transfoms and Its Applications.

Approximate Solution of An Inverse Problem for A Non-Stationary General Kinetic Equation.

Positive Integral Operators.

On the Order of Magnitude of Fourier Transforms.

Some Relations Between A Manifold and Its Focal Set.

Carleman Estimates for Some Parabolic Type Equations and Applications.

An Approximation for Sequences of Linear Positive Operators in Weighted Spaces.

On the Mathematical Models for Avascular Tumour Growth.

Assoc. Prof.Gülnihal MERAL

Mathematical Modelling; Analysis And Numerical Simulations For Cancer Cell

Assoc. Prof. Yüksel SOYKAN

Second And Third Order Rational Difference Equations