Computational Physics MSc  Semester 1
Introduction
Last October I was accepted at the Computational Physics MSc program, at the Aristotle University of Thessaloniki. My first semester just finished, and I thought it’s a good opportunity to share what I’ve learned and done during this period.
First of all, Computational Physics as a discipline uses numerical analysis and computers to solve problems. I think it’s a field that bridges Applied Physics with Computer Science, using loads of Statistics and pinches of Mathematics.
Just a few example research topics of our professors include:
 Monte Caro simulations of elementary particle experiments
 Simulation of largescale cosmological evolution
 Computational electromagnetism/fluid dynamics for industrial applications
 Time series and Econophysics
 Medical Physics
I’m lucky enough to be in a postgraduate program, with excellent researchers, using cuttingedge tech, and always searching for the newest advancements to share with us. It’s difficult to summarize 14 weeks of hard work in a few words, but I’ll try! Well, here’s what I did in the first semester.
Courses
I took part in all four courses available for the first semester

Data Analysis
This was by far the most difficult and demanding course. We had to useMatlab/Octave
, to well, analyze data, and write a lot of code. Prof. Kougioumtzis did a great job teaching us Advanced Statistics Concepts, as well as the most efficient ways to apply them and had us work and get result on realworld data. As the professor is an experienced researcher, his expertise allowed him to offer crucial feedback on both the implementation as well as the theory behind it. I also developed some soft skills as we had to present our solutions and take part in code reviews.
I learned about (and worked on): Distributions and their parameters, the Likelihood function, Statistical tests, Null hypotheses, Confidence Intervals, Fitting, Chisquared gof, Least Squares, Linear/nonlinear and multivariate regression, Timeseries 
Computational Mathematics
This was the second most difficult course. It was quite mathheavy, and the curriculum was super dense in information, but Prof. Kosmidis managed to provide examples and mandated a handson approach on how the methods and their extensions are used in realworld projects. I chose the Python/NumPy/PyPlot stack for my reports, but also experimented with C and Fortran on my own time. I was very interested because not only we learned the methods as well as their mathematical basis, but also common pitfalls of their implementations, and how to mitigate them (eg. Chebyshev nodes for Runge’s phenomenon, or how to deal with Stiff ODEs or nonwell defined systems).
I learned about (and implemented): Root Finding methods, Numerical Differentiation/Integration, (Ordinary/Partial) Differential Equation Solvers, the RungeKutta family, Systems of Equations, Polynomial Interpolation, Linear Regression. 
Programming Tools
This was a fourpart course, where we had two to four weeks per “subject”, to get the basics, and write a report, solving problems with the tools we learned about. Emphasis was placed on the efficiency of the results.
These “subjects” were Parallel Programming using OpenMP, Fortran, Wolfram Mathematica, and Matlab Plotting. Example of problems we had to solve for the project report were ODE solving, Numerical Differentiation and Integration, Numerical approximation of pi, Root finding using various methods. 
Programming Languages
This was one of the course that seemed relatively easier as I had already worked with C and C++, but ultimately the course was of more importance than I thought. I “relearned” some core concepts I thought I knew well, worked on a lowerlevel language after some time (Python et. al does a good job of hiding issues under the carpet), and got a better understanding of some GNU utils and libraries.
Research Work
Along with the mandatory coursework, I also put my hands on some research projects. Most of the efforts were in exploratory steps, mainly to develop some proofofconcepts results, to “test the waters” and start deciding on a path with my advisor.
Paving the ground for my Master Thesis (and hopefully, a publication), we on setting up and running some scientific software (Particle Collision Event Generators and Data Analysis tools) on both local (AUTh) and remote (CERN) HPC clusters. We replicated the workflow of some papers, to start gathering some data, and also starting reading on novel applications of Neural Networks and Feature Selection on Particle Physics.
Finally, I was also assigned in some TAesque tasks with helping students in their undergraduate theses, with their problems on Linux and programming.
Semester 2 is just starting, let’s do it!
PS. I consider AUTh to be my alma mater. It seems to me so far away, that on 2011, at eighteen years of age I moved here alone, with little to my name. During this time, Thessaloniki has become my new home. It’s where I worked hard, got my Physics degree, got my first paper published, got pushed into research, internships, and felt the immense support of my professorsslashmentors for which I will ever be grateful.