Full Name: Pishtiwan Othman Sabir
Qualification: Ph.D.
Academic Rank: Professor
E-mail: pishtiwan.sabir@univsul.edu.iq
Cell-Phone: +964(0) 770 156 2496
Embedded Files
Specialty: Complex Analysis
Specific Field of Study: Analytic functions, Univalent functions, Starlike functions, Convex functions, Meromorphic functions, Harmonic univalent functions, Uniformly starlike functions, Uniformly convex functions, Fractional calculus, Integro-differential equations, Caputo fractional derivative, B-spline functions, and their fuzzy aspects
E-mail: pishtiwan.sabir@gmail.com
ORCID iD: Click Here
Google Scholar: Click Here
ResearchGate: Click Here
Postal Address: Iraq-Kurdistan Region, Sulaimani Province, University of Sulaimani New Camp (Tasluja, Street1, Zone 501), College of Science, Department of Mathematics (office no. 1058).
COURSES TAUGHT:
Ph.D. Degree: Advanced Complex Analysis, Fuzzy Set Theory, Fuzzy Sets and its Extension.
Master's Degree: Univalent Functions, Fuzzy Set Theory, Complex Analysis I, Complex Analysis II, Fuzzy Complex Analysis, Fuzzy Algebra, Fuzzy Analysis.
Diploma Degree: Complex Analysis.
Bachelor's Degree: Complex Analysis I, Complex Analysis II, Mathematical Analysis, Probability Theory, Special Functions, Advanced Calculus, Discrete Mathematics, Calculus I, College Algebra, O.D.E's and Linear Algebra, Fuzzy Set Theory, Basic Analysis, Differential Equations.
VIDEO TUTORIALS:
How to make chapters, sections and subsections in word 2013 Part I: Click Here.
How to make chapters, sections and subsections in word 2013 Part II: Click Here.
How to make Continuous, Page, Column and Section Breaks in Word 2013: Click Here.
How to use and insert hyperlink, Bookmark and cross-references in Word 2013: Click Here
How to make Citations and Bibliographies in Word 2013: Click Here.
SUPERVISION of Ph.D., M.Sc., and B.Sc. RESEARCH PROJECTS:
On Fuzzy Integro-Differential Equations of Fractional Orders
Geometric Analysis and Properties of Univalent Functions
Extensions of Some Classes of Analytic Univalent Functions
Coefficient Bound Analysis for m-Fold Symmetric Bi-Univalent Functions
On L-Fuzzy Complex Sets
Certain Subclasses of Analytic Univalent Functions associated with the q-derivative Operator
On Coefficient Functional for Function with Coefficients Bounded by One
Bilinear Basics
A Formal Proof of Cauchy's Residue Theorem
Some Inequalities Involving Fuzzy Complex Numbers
Bounded Difference Sequences of Fuzzy Numbers
On Convex Fuzzy Sets
Physical Applications of Complex Integrals
Transformations in the Complex Plane
Applications of the Residue Theorem
Holomorphicity in the Complex Plane
Value Distribution of Meromorphic Functions.
Distribution Theory of Entire Functions.
On Fuzzy Numbers.
Page updated
Report abuse