Bachelor of mathematics in University of antwerp

The bachelor understands a mathematical text in terms of definitions, theorems and demonstrations. The bachelor can reason logically with mathematical symbols.The bachelor can follow an existing mathematical reasoning, can analyse it and recognize gaps.The bachelor can abstract real problems at knowledge level and translate them to a mathematical context.To analyse and solve mathematical problems, the bachelor can independently collect, process and critically evaluate the necessary information (in foreign languages).The bachelor has the necessary calculation skills and is able to build correct mathematical demonstrations.When solving mathematical problems, the bachelor can critically reflect on the solving process and the end result.

Should have diploma of secondary education or equivalent on the basis of the stipulations of the institution's access procedure or a diploma of higher education of one cycle with a complete learning programme or a diploma of higher education of social promotion, 180 ECTS-credits, Either you have completed and passed in Dutch at least one year (or the equivalent in credits) at a secondary school, university college or university Or you passed (within the last 2 years) one of the following language tests:the Interuniversity language test Dutch as a foreign language (level C1 for all language related programmes, level B2 for all other programmes), the internationally recognised exam Certificaat Nederlands als Vreemde Taal (CNaVT) , a color copy of a valid passport or identity card, a curriculum vitae, a motivation letter,color copy of an original degree certificate with a translation in Dutch, French, German or English if the degree is drawn up in another language, Dutch language certificate indicating the level or an acceptance letter regarding a registration in a Dutch language course or test.

Treasurer, Mathematician, Government, Healthcare, And Research And Development Companies

14th Feb