Applied Mathematician to Support Communications, Navigation, and Timing Eng at The MITRE Corporation

New Bedford, Massachusetts, United States -

Full Time

Start Date

Immediate

Expiry Date

08 May, 26

Salary

190200.0

Posted On

07 Feb, 26

Experience

5 year(s) or above

Remote Job

Yes

Telecommute

Yes

Sponsor Visa

Skills

MATLAB, Python, C++, Signal Processing, Data Analysis, Communication Technologies, Navigation Technologies, Timing Technologies, Algorithm Development, Software Development, Collaboration, Problem Solving, Technical Excellence, Presentation Skills, Writing Skills, Interpersonal Skills

Industry

Research Services

Description

Why choose between doing meaningful work and having a fulfilling life? At MITRE, you can have both. That's because MITRE people are committed to tackling our nation's toughest challenges—and we're committed to the long-term well-being of our employees. MITRE is different from most technology companies. We are a not-for-profit corporation chartered to work for the public interest, with no commercial conflicts to influence what we do. The R&D centers we operate for the government create lasting impact in fields as diverse as cybersecurity, healthcare, aviation, defense, and enterprise transformation. We're making a difference every day—working for a safer, healthier, and more secure nation and world. Our workplace reflects our values. We offer competitive benefits, exceptional professional development opportunities for career growth, and a culture of innovation that embraces adaptability, collaboration, technical excellence, and people in partnership. If this sounds like the choice you want to make, then choose MITRE - and make a difference with us. Department Summary: Do you enjoy applying mathematics to real world problems? Are you interested in identifying and solving challenging mathematical problems that form the basis for solutions in communications, navigation, and timing? MITRE is a not-for-profit company dedicated to solving problems for a safer world. Among our many work programs are large programs in GPS, navigation, timing, and communications. MITRE has a long and distinguished history in these fields including our contributions to the design of new GPS signals, the development of software radio GPS receivers, the development of novel satellite navigation receivers, the development of tools and techniques to support low probability of intercept communications, and algorithms and techniques used to reduce interference for receivers. Some highlights of our work in Positioning, Navigation, and Timing (PNT) can be found here. Roles & Responsibilities: MITRE’s Communications, SIGINT, and PNT department is looking for talented mathematicians and applied mathematicians who are interested in joining our team and leveraging their strong mathematics background to help solve important problems in electrical engineering. In this position, you will apply your technical expertise towards furthering the public good by developing, applying, and evaluating state-of-the art navigation and communication technologies, such as: State of the art signal processing algorithms for navigation and communication systems (radio navigation, wireless communications, vision navigation, etc.) Next generation signals for communications, satellite, and radio navigation Techniques for detecting, locating, and identifying signals Basic Qualifications: Typically requires a minimum of 5 years of related experience with a Bachelor’s degree; or 3 years and a Master’s or a PhD with relevant experience who can immediately contribute; or equivalent combination of related education and work experience. Experience with MATLAB, Python, C++, or other modeling and data analysis software tools Ability to obtain and maintain a DoD security clearance Per the U.S. Government’s eligibility requirements, you must be a U.S Citizen to be considered for a security clearance. Desire to apply a strong math background to real-world applications and to develop skills in communications, navigation, and timing This position requires a minimum of 50% hybrid on-site Preferred Qualifications: PhD in mathematics, applied mathematics, or a related discipline Experience with applying theory to real world applications Excellent communication, presentation, and writing skills The ability to build collaborative and mutually beneficial working relationships with people of different backgrounds This requisition requires the candidate to have a minimum of the following clearance(s): Not Applicable This requisition requires the hired candidate to have or obtain, within one year from the date of hire, the following clearance(s): Secret Salary compensation range and midpoint: $126,800 - $158,500 - $190,200 Annual Work Location Type: Hybrid It is unlawful in Massachusetts to require or administer a lie detector test as a condition of employment or continued employment. An employer who violates this law shall be subject to criminal penalties and civil liability. Commitment to Non-Discrimination All qualified applicants will receive consideration for employment without regard to disability, status as a protected veteran or any other status protected by applicable federal, state, local or international law. MITRE intends to maintain a website that is fully accessible to all individuals. If you are unable to search or apply for jobs and would like to request a reasonable accommodation for any part of MITRE’s employment process, please email recruitinghelp@mitre.org for general support and collegerecruiting@mitre.org for intern positions. This service is for individuals requiring reasonable accommodation requests. Please note that vendor solicitations will not receive a reply. Benefits information may be found here. Copyright © 1997-2026, The MITRE Corporation. All rights reserved. MITRE is a registered trademark of The MITRE Corporation. Material on this site may be copied and distributed with permission only.

Responsibilities

The role involves applying mathematical expertise to develop and evaluate navigation and communication technologies. This includes working on signal processing algorithms and techniques for detecting and identifying signals.