Program Overview

Mathematik (B.Sc.)

The Bachelor of Science in Mathematics is a comprehensive program that provides students with a solid foundation in mathematical principles and their applications.

Studium

The program is designed to provide students with a broad understanding of mathematical concepts, including algebra, geometry, and analysis. The curriculum is divided into several modules, each focusing on a specific area of mathematics.

Studieninhalte

The program covers a wide range of topics, including:

• Grundlagenbereich: This module provides an introduction to the fundamental principles of mathematics, including set theory, logic, and proof techniques.
• Vertiefungsbereich: This module delves deeper into specific areas of mathematics, such as algebra, geometry, and analysis.
• Ergänzungsbereich: This module provides students with the opportunity to explore additional topics in mathematics, such as number theory, combinatorics, and graph theory.
• Allgemeine Berufsvorbereitung (ABV): This module focuses on preparing students for their future careers, including topics such as mathematical modeling, scientific computing, and data analysis.
• Bachelorarbeit: This module requires students to complete a research project under the supervision of a faculty member, applying mathematical concepts to a real-world problem.

Aufgaben

The program includes a range of activities and projects designed to help students develop their problem-solving skills and apply mathematical concepts to real-world problems. Examples of assignments and projects include:

• Mathematische Logik: Students explore the principles of mathematical logic, including propositional and predicate logic.
• Königsberger Brückenproblem: Students investigate the famous Königsberg bridge problem, which led to the development of graph theory.
• Äquivalenzrelationen: Students learn about equivalence relations and their applications in mathematics and computer science.
• Das Kartenspiel SET oder Geraden im affinen Raum: Students explore the mathematical concepts underlying the popular card game SET.
• Paradoxa: Students examine famous paradoxes in mathematics, such as Russell's paradox and the liar paradox.
• Pascalsches Dreieck: Students learn about Pascal's triangle and its applications in combinatorics and probability theory.

Studienalltag

The program provides students with a supportive learning environment, including:

• Interviews mit Studierenden: Students have the opportunity to discuss their experiences and gain insights from their peers.
• Veranstaltungstypen: The program offers a range of course types, including lectures, seminars, and tutorials.
• Semesterwoche: Students follow a structured schedule, with regular classes and assignments.
• Studentische Initiativen: Students are encouraged to participate in extracurricular activities, such as math clubs and research projects.
• Familienfreundliche Hochschule: The university provides support for students with families, including childcare services and flexible scheduling.
• Interaktiver Lageplan: Students have access to an interactive campus map, helping them navigate the university's facilities.

Einstieg

The program provides students with a smooth transition into university life, including:

• Tipps und Tricks zum Studieneinstieg: Students receive guidance on how to succeed in their studies, including time management and study skills.
• Brückenkurs: The program offers a bridging course for students who need to refresh their mathematical skills before starting the program.
• Mentoringprogramm für StudienanfängerInnen: Students are paired with experienced mentors who provide guidance and support throughout their studies.
• Lernstrategien: Students learn effective learning strategies, including how to approach mathematical problems and how to work collaboratively with their peers.

Perspektiven

The program provides students with a wide range of career opportunities, including:

• Christina Bracht, Masterstudentin in Organisations-Psychologie: Alumni have gone on to pursue successful careers in fields such as organizational psychology.
• Dr. Malte Wandel, Postdoc an der Universität Kyoto: Graduates have secured postdoctoral positions at prestigious institutions around the world.
• Dr. Hendrik Sö, Lecturer an der University of Manchester: Alumni have become lecturers at top universities, sharing their knowledge and expertise with the next generation of students.
• Anne Kahnt, Gründerin und Geschäftsführerin von vismath: Graduates have founded their own companies, applying mathematical concepts to real-world problems.
• Simon Winter, Lektor für Mathematik bei Dimler & Albroscheit: Alumni have become authors and editors, contributing to the development of mathematical education.
• Dr. Carmen Köhler, wissenschaftliche Mitarbeiterin am Deutschen Wetterdienst: Graduates have secured positions in research institutions, applying mathematical models to understand complex phenomena.
• Dr. René Birkner, IT-Referent im Bundesministerium für Umwelt, Naturschutz, Bau und Reaktorsicherheit: Alumni have become IT specialists, developing software solutions for government agencies and private companies.
• Dr. Sebastian Meinert, Unternehmensberater bei The Boston Consulting Group: Graduates have become management consultants, helping companies optimize their operations and strategy.

Bewerbung, Zulassung, Immatrikulation

The program has specific admission requirements, including:

• Der Mono-Bachelorstudiengang Mathematik kann sowohl im Wintersemester als auch im Sommersemester begonnen werden: The program starts in both winter and summer semesters.
• Während es zum Winter bisher keine Zulassungsbeschränkung gibt, eine Bewerbung daher nicht nötig ist und man sich direkt immatrikulieren kann: There are no admission restrictions for the winter semester, and students can enroll directly.
• Der Studienbeginn zum Sommer auf 30 Studienplätze beschränkt: The summer semester has a limited number of places available (30).
• Die Bewerbung hierfür läuft über das Dialogorientierte Serviceverfahren (DoSV): Applications for the summer semester are processed through the Dialog-Oriented Service Procedure (DoSV).
• Die Immatrikulationsfristen können dem Akademischen Terminkalender der Freien Universität Berlin entnommen werden: Enrollment deadlines can be found in the Academic Calendar of the Free University of Berlin.
• Hier finden sich auch andere wichtige Fristen und Termine, wie zum Beispiel die Vorlesungszeiträume sowie die Regelungen bei Feiertagen: The calendar also includes other important deadlines and dates, such as lecture periods and holiday schedules.
• Weitere Informationen zur Immatrikulation und ein online Formular finden sich hier: Additional information on enrollment and an online application form can be found on the university's website.

Allgemeine und fachspezifische Studienberatung

The program offers various forms of academic advising, including:

• Die Allgemeine Studienberatung der Freien Universität Berlin kann persönlich, telefonisch, per E-Mail oder Online-Chat kontaktiert werden: The General Academic Advising office can be contacted in person, by phone, email, or online chat.
• Studienberatung für das Fach Mathematik: The program offers specific academic advising for mathematics students.
• Mentoring-Programm für Studienanfänger des Fachbereichs Mathematik und Informatik: The program includes a mentoring scheme for first-year students in the mathematics and computer science department.