Abschnittsübersicht
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Class
This class will tackle three broad topics to help you be more efficient in using a computer especially as a computer scientist:- Digital life (mails, calendars, backups, online presence, security)
- Tools for computer scientists (LaTeX, Git, Zotero, Inkscape, Jupyter notebooks...)
- Good practices for programming (tests, comments, virtualenv, etc.)
Exercises
- Clone the following repository and create a short presentation
- Read the pep8 and read and do some of the exercises here
More exercises (if you have time)
- Create a repository on Télécom's gitlab (use the sign-in with Shibboleth and use your Télécom's account
- Install a password manager (e.g. KeepassX)
- Start doing backups
- Make sure your disk is encrypted (if not consider doing it someday)
- Write yourself a résumé using LaTeX (see https://www.overleaf.com/latex/templates/tagged/cv for templates
- Create yourself a personal webpage
- Digital life (mails, calendars, backups, online presence, security)
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Introduction to propositional and first-order logic
- Propositional logic (syntax, valuations, truth tables, proof, satisfaction)
- Predicate logic (syntax, semantics, models, validity, proof, completeness)
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We discuss the Chomsky hierarchy of formal grammars, Turing machines, regular expressions, and decidability.
- https://suchanek.name/work/teaching/basics-2024/index.html
- https://suchanek.name/work/teaching/topics/formal-grammars/index.html
- https://suchanek.name/work/teaching/topics/regexes/index.html
Lecturer: Fabian Suchanek
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We will cover some basics of statistics and probabilities for machine learning and data science, such as:
- How to treat new data,
- How to get a descriptive overview of it
- Probabilistic intuitions and the Bayes theorem
- Underfitting, overfitting and the bias variance trade-off
- Real-world case studies
Machine learning systems and real-world datasets can fool us without a grounded understanding of these basic concepts, and so we will give particular attention to describe and identify the ways this can be avoided.
There is no prerequisite beyond high school mathematics.