Module Leader:Pál Hegedűs
The module has two goals. It is partially a preparatory course for advanced readings and thus allows preparation for entrance examinations. More importantly, it seeks to give a glimpse into what is considered the basics of a modern undergraduate programme at a British University, with the special aim of complementing the standard mathematical curriculum of Hungarian secondary education by concentrating on topics that are missing or underweighted in Hungary. These include probabilistic approach, vectors and matrices, differential equations.