Kosmas Iordanidis is a Professor of Mathematics actively involved in teaching courses related to computer science and numerical analysis. His academic contributions include instruction in: Introduction to Computer Science Numerical Analysis II Numerical Solution of Partial Differential Equations (Postgraduate Course) Research interests are evident from his teaching focus, spanning computational mathematics, algorithm design, and numerical methods for differential equations. He has developed extensive educational materials, including lecture notes, slides, and exercises in FORTRAN programming , Boolean Algebra , and Arithmetic Logic Units (ALU). Key technical themes include computer arithmetic, logic function simplification with Karnaugh maps, and numerical solutions for scientific computing. Course materials from 2005–2006 highlight structured teaching across 13 educational weeks, covering topics such as: Computer components and information processing systems Combinational circuits and symbolic languages Microprogramming, memory systems, and high-level language comparisons Applications in BCD arithmetic , Newton-Raphson method , and Gaussian integration


