Undergraduate

Analysis (greek). For the courses Analysis I and II. With solutions of almost all exercises in a separate chapter.

Infinitesimal Calculus (one variable) (greek). For the course Infinitesimal Calculus I.

Complex Analysis (greek).

Real Analysis (many variables) (greek).

Real Analysis (one variable) (greek).

Harmonic Analysis (greek).

Partial Differential Equations (greek).

Number Theory (greek). It contains solutions of some of the exercises.

Exercises for Infinitesimal Calculus I (greek). 176 solved exercises.

Exercises for Infinitesimal Calculus III (greek). 92 solved exercises.

Very sketchy notes on Euclidean Geometry (greek). Calendar style.

Handwritten notes: Optimization Theory, Complex Analysis, Fourier Series, Inequalities, Linear Algebra II.

Graduate

Harmonic Analysis (english). This is what I taught in a course during Spring 2023-24. 

Classical Potential Theory (english).

Functional Analysis (greek).

Functional Analysis (english). A first try.

Measure Theory (english).

Handwritten notes: Spaces of Holomorphic Functions, Complex Analysis, Theory of Distributions and the Fourier Transform.