John Hopkins University

USA
1 Scholarships 172 Programs 3 Degree levels

The Bachelor’s in Applied Mathematics at Johns Hopkins University combines rigorous mathematical theory with computational and modelling techniques to solve real-world problems. It suits students who enjoy quantitative reasoning, programming and interdisciplinary work across engineering, data science, finance and the sciences.

What you'll study

The undergraduate programme emphasises core mathematical foundations alongside numerical and computational methods used in applications. Early study typically covers single-variable and multivariable calculus, linear algebra, real analysis and ordinary differential equations. Core applied topics include numerical analysis, partial differential equations, mathematical modelling, probability and mathematical statistics.

Students build computational skills through courses in scientific computing, numerical linear algebra and data-oriented programming (commonly using languages such as Python, MATLAB or C++). Elective options allow specialisation in areas such as optimization, stochastic processes, machine learning, computational finance, control theory and mathematical biology. Most students complete a capstone experience in the form of a senior project, thesis or practicum that applies mathematical methods to a concrete research or industry problem.

  • Foundations: Calculus sequence, Linear Algebra, Real Analysis
  • Core applied courses: Differential Equations, Numerical Analysis, PDEs, Mathematical Modelling
  • Probability & Statistics: Probability theory, Statistical inference, Stochastic processes
  • Computation: Scientific Computing, Numerical Linear Algebra, Algorithms
  • Electives: Optimization, Machine Learning, Computational Finance, Mathematical Biology
  • Capstone: Senior thesis, project course or internship-based practicum

Entry requirements

Admission to Johns Hopkins is competitive and considers academic record, strength of curriculum, recommendations and personal statement. Applicants are expected to have a strong background in mathematics—ideally including calculus and exposure to multivariable topics or discrete mathematics—and evidence of quantitative problem-solving ability. Practical programming experience is advantageous.

Typical preparation from secondary study includes:

  • Advanced coursework in mathematics (for example A-level Mathematics/ Further Mathematics, IB Higher Level Mathematics, or AP Calculus and related courses)
  • Strong grades across a broad academic programme
  • Supportive academic references and a personal statement that demonstrates mathematical interest and relevant extracurriculars or projects
  • Where applicable, evidence of programming or computational work (personal projects, courses or internships) is beneficial

Johns Hopkins considers the whole application; standardised tests may be optional or context-dependent—consult the university admissions pages for current guidance.

Career prospects

Graduates with a degree in Applied Mathematics are equipped for a wide range of careers that require quantitative and computational skills. Common roles include data scientist, quantitative analyst (quant), software engineer, operations researcher, actuarial analyst and modelling scientist. The programme also provides strong preparation for postgraduate study in applied mathematics, statistics, computer science, engineering, economics or finance.

Many students move into industry positions in technology, finance, consulting, biotech and government research labs. Others remain in academia or pursue interdisciplinary roles that link mathematics with medicine, engineering or environmental science. Internship and research experiences gained during the degree frequently lead to employment opportunities and provide practical examples for graduate applications.

Why study at Johns Hopkins University

Johns Hopkins offers an environment that emphasises research-led teaching and interdisciplinary collaboration. The Applied Mathematics curriculum is delivered within the university’s engineering and science ecosystem, giving students access to faculty working on cutting-edge problems, high-performance computing resources and collaborative centres.

Undergraduates benefit from opportunities to work with faculty on research projects, participate in labs and centres, and engage with nearby organisations such as the Johns Hopkins Applied Physics Laboratory and medical research units. The university’s career services and industry connections support internships and placements across technology, health, finance and public-sector organisations. These features make Johns Hopkins a strong choice for students seeking a rigorous, application-focused mathematics education with clear links to research and professional practice.

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Programme details are indicative and may change — always verify current information with the official university website before applying.