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Partial Differential Equations Jobs (NOW HIRING)

Varsity Tutors

Applied Mathematics Tutor

Starkville, MS · Remote

$40/hr

Deep knowledge of differential equations, numerical methods, linear algebra applications, optimization, mathematical modeling, Fourier analysis, partial differential equations, and complex analysis.

Varsity Tutors

Applied Mathematics Tutor

Elizabeth, NJ · Remote

$40/hr

Deep knowledge of differential equations, numerical methods, linear algebra applications, optimization, mathematical modeling, Fourier analysis, partial differential equations, and complex analysis.

Varsity Tutors

Applied Mathematics Tutor

Omaha, NE · Remote

$40/hr

Deep knowledge of differential equations, numerical methods, linear algebra applications, optimization, mathematical modeling, Fourier analysis, partial differential equations, and complex analysis.

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How much do partial differential equations jobs pay per hour?

As of Jun 11, 2026, the average hourly pay for partial differential equations in the United States is $24.76, according to ZipRecruiter salary data. Most workers in this role earn between $23.80 and $25.72 per hour, depending on experience, location, and employer.

What jobs use partial differential equations?

Jobs that use partial differential equations include roles in engineering, physics, applied mathematics, and computational modeling. These professionals often work in research, simulation, and data analysis environments, utilizing mathematical software and programming skills to solve complex real-world problems.

What are the top 5 math careers that pay well?

For careers related to partial differential equations, high-paying options include roles such as quantitative analyst, data scientist, operations researcher, applied mathematician, and computational scientist. These positions often require strong analytical skills, proficiency in programming and mathematical modeling, and advanced degrees like a master's or Ph.D. in mathematics or related fields. Salaries vary by industry and experience but are generally above average for STEM careers.

What is a Partial Differential Equations job?

A Partial Differential Equations (PDE) job involves researching, analyzing, and solving equations that describe physical phenomena such as heat flow, fluid dynamics, and wave propagation. Professionals in this field work in academia, engineering, finance, and scientific research, using mathematical models to solve complex real-world problems. Typical roles include applied mathematicians, computational scientists, and engineers specializing in numerical simulations and modeling.

What majors take partial differential equations?

Partial differential equations are commonly studied in majors such as mathematics, applied mathematics, physics, engineering, and computational science. These fields often require understanding PDEs for modeling and problem-solving in scientific and engineering contexts.

What are the uses of partial differential equations in real life?

Partial differential equations (PDEs) are used by professionals in fields like engineering, physics, and applied mathematics to model phenomena such as heat transfer, fluid flow, electromagnetic fields, and structural analysis. Solving PDEs helps in designing systems, predicting behavior, and optimizing processes in various industries.

What are the key skills and qualifications needed to thrive in the Partial Differential Equations position, and why are they important?

To excel in a role specializing in Partial Differential Equations (PDEs), you need a solid background in advanced mathematics or applied mathematics, often supported by a graduate degree such as a Master's or Ph.D. in mathematics, physics, or engineering. Expertise with mathematical modeling software like MATLAB, Mathematica, or COMSOL and familiarity with programming languages such as Python or C++ are typically required. Strong analytical thinking, attention to detail, and the ability to communicate complex results to both technical and non-technical team members are crucial soft skills. These competencies enable professionals to solve intricate real-world problems and collaborate effectively in research or industry project teams.

What types of industries or projects typically employ specialists in Partial Differential Equations?

Specialists in Partial Differential Equations are often employed across a broad spectrum of industries, including aerospace, engineering, finance, data science, and environmental science. They work on projects such as modeling fluid dynamics for aircraft design, simulating heat transfer in manufacturing, analyzing financial derivatives, or forecasting weather patterns. Daily responsibilities often involve collaborating with multidisciplinary teams, translating real-world phenomena into mathematical models, and developing computational solutions. Working in this field offers opportunities to contribute to innovative research and applied solutions, with clear pathways for advancement into senior research, technical leadership, or academic positions.

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What are the most commonly searched types of Partial Differential Equations jobs? The most popular types of Partial Differential Equations jobs are:
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Partial Differential Equations jobs near you
Postdoctoral Fellow, Mathematics

Postdoctoral Fellow, Mathematics

Tulane University

New Orleans, LA • On-site

$47K - $63K/yr

Full-time

Posted 19 days ago

Tulane University rating

6.9

Company rating: 6.9 out of 10

Based on 30 frontline employees who took The Breakroom Quiz

386th of 535 rated colleges and universities

Job description

Description
The Department of Mathematics at Tulane University invites applications for a teaching postdoctoral scholar to work in the research group of Prof. Samuel Punshon-Smith.
The research will focus on the mathematical analysis of stochastic models, particularly in areas related to fluid mechanics, stochastic partial differential equations (SPDEs), dynamical systems, and ergodic theory. The successful candidate will investigate the long-time behavior of these systems, with an emphasis on topics such as mixing, the emergence of turbulence, regularization by noise, and the study of Lyapunov exponents.
This is a teaching postdoctoral position, and the appointee will be expected to teach two mathematics courses per year.
The appointment is for one year and may be extended on an annual basis for up to a total of three years, contingent upon satisfactory performance and funding availability. The position is expected to begin in the Fall of 2026, but a later start date is negotiable.
Qualifications
A Ph.D. in Mathematics, Applied Mathematics, or a closely related field is required by the start date of the appointment.
• A strong research background in stochastic analysis, partial differential equations, dynamical systems, or ergodic theory.
• Demonstrated potential for excellence in both research and teaching.
Application Instructions
Applicants must submit a cover letter, curriculum vitae, a research statement, a teaching statement, and at least three letters of recommendation through MathJobs.org or Interfolio. At least one letter should address the candidate's teaching potential.
Review of applications will begin on December 15, 2025, and will continue until the position is filled.
Questions may be addressed to Prof. Samuel Punshon-Smith at spunshonsmith@tulane.edu.

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