Greatest lesson by Yoda: "Do. Or do not. There is no try."
I also support the following statements (originally by F. Ardila):
"Mathematical potential is equally present in different groups, regardless of socio-demographic and geographic parameters."
"Every student deserves to be treated with dignity and respect."
Some ground rules for my teaching perspective: setting a realistic game plan with achievable goals, minding the documentation and presentation, giving instructive and motivating homework, making the material accessible (providing key ideas, slogans, practical illustrations, and examples as building blocks), teasing the audience about upcoming and neighboring topics, and maintaining balance and coherence between lectures and exams.
Freshman Calculus courses: MATH 119- Calculus I (Fall 2025)
Senior Project courses: MATH491-492
Freshman Calculus courses: MATH 102- Calculus II (Fall 2024, Spring -Summer 2025), MATH 101- Calculus I (Spring 2024),
MATH 105 - Introduction to Calculus I (Fall 2023)
MAT115 - Foundations of Mathematics
Math 120 - Freshman Calculus II
Courses assisted and/or coordinated:
Junior courses: Math371 Differential Geometry, Math349 An Intro. to Mathematical Analy, Math353 Complex Calculus;
Sophomore Calculus courses: Math251 Advanced Calculus-I, Math252 Advanced Calculus-II;
Freshman Calculus courses: Math119 Calculus I, Math120 Calculus II
Some playlists from the online semesters at METU:
A. Eren Uyanık (Bilkent University), Undergraduate senior project Spring 2025: Introduction to bicategories and extended TFTs. (Project report - Slides)
A. Eren Uyanık (Bilkent University), Undergraduate senior project Fall 2024: 2-Dimensional Topological Quantum Field Theories (Project report)
Umut Arı (Middle East Technical University), DRP Summer Project 2023: Gravity as a Geometry
Yusuf Ghelem (Middle East Technical University; Currently @ University of Melbourne ), DRP Summer Project 2021: Symplectic Geometry and Classical Mechanics.
Dilara Kosva (Boğaziçi University; Currently @ Stony Brook University ), DRP Summer Project 2021: Category Theoretical Formulation of TQFTs.