What Are the Courses in an Online Master's Degree Program in Math?

An online math degree program provides a flexible schedule for prospective students who cannot attend traditional classroom programs. Read on to find out more about courses included in such a program. Schools offering Mathematics degrees can also be found in these popular choices.

Overview of Online Master's Degree Programs

Many students wish to complete a master's degree program in math because of the opportunities that it can lead to. People with a master's degree in mathematics can work in computer science or education, according the U.S. Bureau of Labor Statistics. Master's degree students can also go on to earn a Ph.D. in the field and start a career as a mathematician, statistician, engineer, economist or actuary. Universities have many course options for students who are interested in earning an advanced degree in math online.

Important Facts About This Field of Study

Programs Some programs provide students the credentials to begin teaching mathematics upon graduation
Prerequisites A bachelor's degree. Minimum GPA and GRE score requirements may also be required
Degree Fields of Study Students can pursue a Master of Arts in Mathematics, Master of Science in Mathematics, or a Master of Science in Applied Mathematics
Concentrations Computational mathematics, financial mathematics, mathematical statistics
Median Salary (2018)$73,230 (Mathematical science teachers, postsecondary)
Job Outlook (2016-2026)9% (Mathematical science teachers, postsecondary)

Souce: U.S. Bureau of Labor Statistics (BLS)

Core Course Descriptions

  • Vector Calculus and Complex Variables: Students enrolled in this course learn about topics related to vector calculus. Some of the topics to be discussed include contour integration, Laurent and Taylor series, complex variables, integral theorems and line-surface integrals.
  • Introduction to Dynamic Systems and Chaos: This course covers concepts that describe how solutions of nonlinear differential equations behave. Some of the topics taught in this course include bifurcation methods, strange attractors and chaos. Students will find that many of these topics have direct applications to fields such as biology, chemistry, engineering and physics.
  • Calculus of Variations: Students enrolled in this course study Hamiltonian systems, Lagrange multipliers, space-time problems, electromagnetics and fluid mechanics. Other topics may include Sturm-Liouville problems and Legendre transformation.
  • Applied Linear Algebra: This course focuses on methods used to solve linear systems of equations. Some of the topics covered in this course include matrix eigenvalue problems, quadrature, interpolation and linear least squares problems.
  • Scientific Computing: Students enrolled in this course learn about the computational approach to solving problems. This approach is applicable to many different areas, such as finance, biology, engineering and the social sciences. MATLAB is an integral part of this course, and students are required to have basic proficiency.

To continue researching, browse degree options below for course curriculum, prerequisites and financial aid information. Or, learn more about the subject by reading the related articles below:

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