Applied Mathematics

Duquesne University's Bachelor of Science (B.S.) in Applied Mathematics is a unique interdisciplinary program led by expert faculty in mathematics and statistics. As a student in our program, you'll navigate a curriculum that places a strong emphasis on applying mathematical theory and techniques to real-world challenges. The core courses cover essential topics such as calculus, linear algebra, differential equations, probability and statistics, numerical methods and analysis. Tailor your academic path by opting for advanced mathematics courses in the quantitative track or exploring applications of mathematics in the applied tracks. Enhance your skill set through courses in scientific writing, communication, and professional development, equipping you with practical abilities for resume design, professional communication, and interview preparation. After completing your degree, you'll be equipped for a range of career paths, spanning roles in data science, financial modeling, engineering, and scientific research.

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Program Information

Experience the distinctive interdisciplinary approach of Duquesne University's Bachelor of Science (B.S.) in Applied Mathematics, guided by expert faculty in mathematics and statistics. Engage with a curriculum that strongly emphasizes the application of mathematical theory and concepts to real-world challenges.

Program Type

Major

Degree

Bachelor's

School

School of Science and Engineering

Academic Department

Mathematics and Computer Sciences

Duration

4-year

Required Credit Hours

120

Applied Mathematics FAQs

Frequently Asked Questions (FAQs) about Applied Mathematics

An applied mathematician is a professional who utilizes mathematical principles and techniques to solve practical problems and address real-world challenges across various fields such as science, engineering, finance, and technology.
With a degree in applied mathematics, you can pursue a career in data science, finance, engineering, scientific research, actuarial science, risk analysis, and more.
Applied mathematics students receive a comprehensive support system that includes free tutoring services, state-of-the-art computer labs, and personalized one-on-one mentoring with our faculty members who are experts in their respective fields. This robust framework is designed to ensure that students not only have access to academic assistance but also benefit from a tailored guidance experience, fostering a rich and engaging learning environment.
Absolutely! Many students opt for the dual degree in applied mathematics, and our bridges curriculum makes it easy to do! Bridges courses make up approximately one third (more than one year!) of your college curriculum. The best first step is to speak with your Success Coach and let that person know your interest. 

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The Student Experience

Get firsthand insights from our students and faculty as they share their perspectives on the student journey within the Applied Mathematics program at Duquesne. Learn about the cutting-edge research initiatives, state-of-the-art facilities, and the tight-knit community that defines the unique essence of the applied math program.

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internship opportunities

Internship Opportunities

Internships play a crucial role in career development. As a student in our program, you will have access to a wide range of internship opportunities, spanning large and small companies, non-profit organizations, and government agencies.

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Sample Coursework

This is sample coursework for the Applied Mathematics degree. Please note: Students in the Honors College need to complete 6 honors courses. Bridges Coursework requires students to take one Theology and one Philosophy course. It is recommended to do this as a Bridges Competency course.

Fall Semester (17 credits)

  • Calculus I (4 cr) 
  • Writing and Analysis (3 cr)
  • Essential Questions Seminar (3 cr)
  • Research & Info Skills (3 cr)
  • General Elective (3 cr)
  • General Elective (3 cr)

Spring Semester (16 credits) 
  • Calculus II (4 cr)
  • Comp Sci Programming (3 cr)
  • Writing and Literature (3 cr)
  • General Elective (3 cr)
  • General Elective (3 cr)
Fall Semester (14/15 credits)
  • Calculus III (4 cr)
  • Foundations in Higher Math (3 cr)
  • BIOL 111/L, CHEM 121/L, OR PHYS 211/L (4/5 cr)
  • General Elective (3)

Spring Semester (16/17 credits) 
  • Linear Algebra (3 cr) 
  • BIOL 112/L, CHEM 122/L, OR PHYS 212/L (4/5 cr)
  • Intro to Ethical Reasoning (3 cr)
  • General Elective (3 cr)
  • General Elective (3 cr)
Fall Semester (16 credits) 
  • Intro Prob & Stats I (3 cr)
  • Advanced Linear Algebra (3 cr)
  • MATH Elective (302W, 308, 314, or 325W) (3 cr)
  • Philosophy Course (3 cr)
  • Track Course (3 cr)

Spring Semester (15 credits)
  • MATH Elective (302W, 308, 314, or 325W) (3 cr)
  • 300+ Level MATH Elective (3 cr)
  • Technical Communication (3 cr)
  • Bridges course - Social & Historical reasoning (3 cr)
  • General Elective (3 cr)
Fall Semester (13 credits)
  • Experiential Learning (SPRG 108 recommended) (1 cr)
  • Track Course (3 cr) 
  • Bridges Course - Ethical Reasoning (3 cr)
  • General Elective (3 cr) 

Spring Semester (15 credits) 
  • Applied Math Capstone (3 cr) 
  • Track Course (3 cr) 
  • Bridges Course - Cultural Fluency (3 cr) 
  • Theology Course (3 cr) 
  • General Elective (3 cr)

General Tracks

Applied mathematics majors must complete one of the following tracks. 

Required Course:

  • Applied Mathematics Capstone


Two of the following courses: 

  • Real Analysis II
  • Introduction to Complex Variables
  • Optimization
  • Statistical Computing 
  • Prediction and Classification Modeling 
Three of the following courses:
  • Engineering Computation l
  • Engineering Computation II
  • Intro to Biomedical Imaging
  • Mathematical Modeling in Cell & Tissue Eng
  • Digital Image Processing Using MATLAB
Three of the following courses:
  • Physical Chem for Life Science
  • Quantum Chemistry
  • Thermodynamics
  • General Biochemistry I
  • General Biochemistry II
  • Inorganic Chemistry II
Required: Algorithms

Two of the following courses:
  • Digital Logic
  • Numerical Analysis
  • Artificial Intelligence
  • Formal Languages & Automata
  • Machine Learning
  • Computer Graphics
  • Theory Program Languages
Required Courses
  • Econometrics
  • Advanced Econometrics
  • Intermediate Microeconomics
Three of the following courses:
  • Business Finance
  • Investments
  • Fixed Income Securities
  • Derivatives
  • Financial Mrkts & Institutions
Three of the following courses:
  • Optics
  • Electronics
  • Modern Physics
  • Thermal Physics
  • Mechanics
  • Electricity & Magnetism
  • Electrodynamics
  • Quantum Mechanics
  • Advanced Quantum Mechanics
  • Relativity

Learning Outcomes

  1. Construct clear and rigorous mathematical proofs using a variety of proof techniques and logical reasoning.
  2. Produce mathematically sound solutions to complex problems involving real-valued functions and/or sequences.
  3. Construct, analyze, and refine mathematical models describing phenomena in a range of disciplines such as physics, engineering, biology, etc.
  4. Use data and the appropriate mathematical, statistical, and/or computational methods to solve a real-world problem, interpret the solution, and communicate the results.

Questions? Contact Us!

Initiate your journey into Applied Mathematics today by reaching out to your Curriculum Coordinator!

Nicholas Hurl, Ph.D.

Assistant Professor, Mathematics

Mathematics and Computer Science