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Mathematics professionals often pursue careers as university faculty, balancing teaching with research, or enter diverse scientific disciplines. The Bachelor of Science or Bachelor of Arts in Mathematics with a Comprehensive focus provides foundational preparation for students aiming to pursue advanced degrees in pure mathematics, mathematics education, or applied mathematics. Undergraduate students delve into advanced topics including abstract algebra and mathematical analysis. They develop skills in applying both systematic reasoning and innovative thinking to mathematical challenges. Additionally, they're required to complete a secondary field of study beyond mathematics. Those pursuing dual majors in comprehensive mathematics and another discipline gain excellent preparation for graduate work in either field.
PROGRAM OBJECTIVES
Utilize computational techniques, Mathematics students must demonstrate proficiency in employing computational approaches and mathematical principles to examine scientific questions
Implement mathematical frameworks, Students should develop the ability to assess and enhance existing mathematical models found in contemporary scientific research.
Construct rigorous proofs, Learners must demonstrate competence in selecting suitable proof techniques and consistently produce accurate proofs using various methods when appropriate.
Establish precise definitions, Mathematical accuracy demands that students master the skill of formulating exact definitions for mathematical terms.
Present findings effectively, Mathematics graduates need to skillfully convey their results to general audiences through both written and oral presentations.
Assess logical reasoning, Mathematical rigor requires students to cultivate the ability to discern sound arguments while detecting logical inconsistencies and weaknesses.
Students must have high school equivalent to USA and entry requirements vary from country to country. International applicants whose primary language is not English, or who attended school in a non-English speaking country, regardless of citizenship, must prove English proficiency. English proficiency may be proven by one or more of the following:
TOEFL iBT - 70
IELTS - 6.0
Pearson Test of English (PTE) Academic - 53
IB (English A – Higher Level) - 5 or higher
Cambridge English Scale (C1 Advanced, C2 Proficiency) - 169
Cambridge GCSE, O Level or higher (English) - C or higher