Bachelor of Science (BS) in Mathematics

Program Overview

A rigorous development of logical reasoning, quantitative analysis, and abstract problem-solving skills, serving as the foundational language for science, technology, and global finance.

Core Curriculum & Quantitative Expertise

  • Key Courses: Calculus (I-III), Linear Algebra, Differential Equations.

  • Technical Pillars:Abstract Algebra, Probability and Statistics, and Real Analysis.

  • Applied Training: Computational modeling workshops, mathematical research seminars, and interdisciplinary capstone projects.

  • Specialization: Focus tracks available in Actuarial Science, Cryptography, and Mathematical Finance.

Admissions & Logical Prerequisites

  • Academic Foundation: Mastery of High School Algebra, Geometry, and Trigonometry.

  • Testing: High competitive scores on the SAT/ACT Mathematics section.

  • Skills: Demonstrated aptitude for logical deduction and algorithmic thinking.

Faculty Spotlight (who teaches it)

  • Lead Scholar:Dr. Alan Turing (Distinguished Professor of Mathematical Logic).

  • Expertise:Cryptography, Computability Theory, and Artificial Intelligence.

  • Research Impact: Pioneer in breaking complex encryption codes and defining the mathematical foundations of modern computing.

  • Student Impact: Mentors students in advanced logic and secure communication systems, integrating historical breakthroughs with modern cryptographic challenges.

Career & Professional Outcomes

  • Primary Paths: Data Analyst, Cryptographer, Actuary, and Quantitative Financial Analyst.

  • Advanced Pathways: Direct pipeline to Ph.D. programs in Mathematics, Economics, or Theoretical Computer Science.

International Student Requirements

  • Credentialing: Full evaluation of previous academic credentials for US equivalency.

  • Language: Mandatory proof of English proficiency (TOEFL/IELTS).

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