M.S. in Applied Mathematics

Dayton

 

INTAKE: Jan, May & Aug

Program Overview

The University of Dayton's M.S. in Applied Mathematics program is a distinguished offering, combining academic excellence with practical applications. Accredited and led by experienced faculty, the program provides a comprehensive curriculum covering advanced mathematical theories and their interdisciplinary applications. With specializations in numerical analysis, mathematical modeling, and data analytics, students receive a well-rounded education. The program stands out for its advanced technology integration, incorporating software tools and simulations aligned with industry standards. Small class sizes and collaborative learning environments foster personalized interactions, creating a supportive academic community. Research opportunities and industry-relevant projects expose students to cutting-edge developments in applied mathematics. The interdisciplinary approach extends the program's relevance, preparing graduates for careers in data science, financial modeling, engineering, and technology. Flexibility in elective courses allows students to tailor their studies to specific career paths. Seminars, workshops, and a capstone project provide additional avenues for practical experience and collaboration with industry partners.  Graduates embark on diverse career paths, contributing mathematical expertise to fields such as healthcare analytics, government agencies, and technology development. The University of Dayton's M.S. in Applied Mathematics not only equips students with theoretical knowledge but also ensures they are adept at applying mathematical principles to solve real-world challenges, making them sought-after professionals in various industries.

Curriculum:

  1. STEM-Designated: The M.S. in Applied Mathematics is STEM-designated, emphasizing its focus on science, technology, engineering, and mathematics. STEM programs are known for their practical, hands-on approach to learning, making graduates highly competitive in the job market.

  2. Accredited Excellence: The M.S. in Applied Mathematics program at the University of Dayton is accredited, ensuring a high standard of mathematical education. Renowned faculty bring academic rigor and real-world applications to the curriculum.
  3. Comprehensive Curriculum: The program offers a comprehensive curriculum covering advanced mathematical theories and their practical applications. Specializations include numerical analysis, mathematical modeling, and data analytics.

  4. Interdisciplinary Approach: An interdisciplinary approach integrates mathematics with fields like engineering, computer science, and finance. Collaborative coursework prepares students for diverse mathematical challenges.

  5. Advanced Technology Integration: The University of Dayton leverages advanced technology for instruction, incorporating software tools and simulations. Courses align with industry standards for technology-driven mathematical solutions.

  6. Research Opportunities:The program provides research opportunities for students to engage in cutting-edge projects. Faculty mentorship supports students in contributing to mathematical research advancements. 

  7. Small Class Sizes: Small class sizes foster personalized interactions between faculty and students. Collaborative learning environments enhance networking and peer support.

  8. Industry-Relevant Projects: Industry-relevant projects and case studies are integral to the curriculum. Students gain hands-on experience addressing real-world mathematical challenges.

  9. Flexibility in Electives: Flexibility in elective courses allows students to tailor their studies to specific mathematical interests. Options cater to varied career paths, including academia, research, and industry.

  10. Seminars and Workshops: The program organizes seminars and workshops with guest speakers, exposing students to diverse perspectives in applied mathematics. Events enhance students' understanding of the practical applications of mathematics.

  11. Capstone Project: The program culminates in a capstone project where students apply mathematical principles to solve complex problems. Capstone projects often involve collaboration with industry partners or research institutions.

Pollster Education

Location

Dayton

Pollster Education

Score

IELTS: 6.5

Pollster Education

Tuition Fee

USD 22700

Entry Requirements for Postgraduate Programs

  1. Academic Qualifications:

    • A completed bachelor's degree from a recognized institution. The degree should be equivalent to a U.S. bachelor's degree.
       
  2. Minimum Grade Point Average (GPA):

    • A minimum undergraduate GPA of 3.0 on a 4.0 scale is required for admission to postgraduate programs. 
       
  3. English Language Proficiency:

    • IELTS: A minimum overall score of 6.5, with no individual band score less than 6.
    • TOEFL iBT: A minimum overall score of 80 with no band less than 18.
    • DET (Duolingo English Test): A minimum score of 105.
    • PTE (Pearson Test of English): A minimum score of 60 with no band less than 56.   

The University of Dayton offers a range of scholarships and financial aid options for international students. These scholarships are designed to recognize academic achievement, leadership potential, and contributions to the campus community. 

  1. International Merit Scholarships: These scholarships are awarded to international students based on their academic achievements. The awards are typically merit-based and do not require a separate application. The selection is made at the time of admission.

  2. Leadership in Service Scholarship: This scholarship is for students who have demonstrated exceptional leadership and community service involvement. It is open to both undergraduate and graduate international students.

  3. Global Ambassador Scholarship: This scholarship is specifically for undergraduate international students who have a strong commitment to promoting cultural understanding and global engagement. It is awarded to students who serve as Global Ambassadors.

  4. Provost's Scholarship: The Provost's Scholarship is a merit-based award for both undergraduate and graduate international students. The scholarship amount varies, and it is awarded based on academic performance.

  5. Talent-Based Scholarships: These scholarships are available for international students with exceptional talents in the arts, such as music, theater, or visual arts. Auditions or portfolios may be required for consideration.

  6. Graduate Assistantships: The university offers graduate assistantship opportunities for international students pursuing master's or doctoral degrees. These positions may involve research, teaching, or administrative responsibilities and provide a stipend along with tuition remission.

  7. Country-Specific Scholarships: The University of Dayton may offer scholarships specific to certain countries or regions. These scholarships aim to enhance diversity and international representation on campus.

  8. External Scholarships: International students are encouraged to explore external scholarship opportunities, such as those offered by government agencies, foundations, or private organizations. The university provides guidance and support for students seeking external funding.

It's important to note that scholarship availability, eligibility criteria, and award amounts may change from year to year.

University of Dayton's M.S. in Applied Mathematics graduates are well-positioned for careers in data science, financial modeling, research, and academia. The program's interdisciplinary approach and emphasis on industry-relevant projects equip alumni with versatile skills, making them valuable contributors to diverse sectors where advanced mathematical solutions are in high demand.

  1. Data Science and Analytics: Graduates find roles in data science and analytics, applying mathematical modeling to extract insights from large datasets. The program's emphasis on data analytics aligns with the growing demand for data-driven professionals.

  2. Financial Modeling: Alumni excel in financial modeling, contributing mathematical expertise to risk assessment and investment strategies. Specializations in financial mathematics prepare graduates for roles in the finance industry.

  3. Research and Development: Graduates pursue careers in research and development, contributing to advancements in mathematical theories and applications. Opportunities exist in academia, research institutions, and private sector R&D.

  4. Engineering and Technology: Alumni find roles in engineering and technology companies, applying mathematical principles to solve complex engineering challenges. The interdisciplinary approach prepares graduates for cross-functional roles.

  5. Academic Careers: Many graduates choose academic careers, becoming professors and researchers at universities and colleges. The program's strong foundation in theoretical mathematics supports academic pursuits.

  6. Consulting Services: Graduates may establish careers in consulting, providing mathematical consulting services to various industries. Industry-relevant projects and case studies enhance consulting skills.

  7. Government Agencies: Alumni contribute to government agencies, working on projects related to defense, healthcare, and public policy. Mathematical modeling skills are valuable in addressing societal challenges.

  8. Technology Development: Graduates engage in technology development, contributing to the creation of mathematical algorithms for software applications. The program's advanced technology integration prepares students for technology-driven careers.

  9. Healthcare Analytics: The application of mathematical modeling in healthcare analytics opens opportunities for graduates in the healthcare sector. Skills in statistical analysis are valuable in medical research and data-driven healthcare solutions.

  10. Teaching and Education: Some graduates pursue careers in teaching, becoming mathematics educators at high schools or community colleges. The program's interdisciplinary approach enhances graduates' ability to communicate complex mathematical concepts.


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