Job Location : Lafayette,LA, USA
Responsibilities:
• Analyze and understand existing Python code for electromagnetic field computations.
• Translate Python code into efficient, high-performance C++ code for embedded systems.
• Implement and optimize mathematical and computational algorithms to enhance performance, focusing on manipulating and analyzing data in multidimensional spaces.
• Collaborate with cross-functional teams to ensure the accuracy and efficiency of the code conversion.
• Optimize computation to achieve real-time processing performance on embedded platforms.
• Document code and processes to facilitate future maintenance and updates.
Skillsets:
• 7+ years of experience and working at a Senior or Principal level
• Proficiency in designing, implementing, and optimizing Digital Signal Processing algorithms and with embedded systems design.
• Experience optimizing algorithms for embedded targets that are memory and CPU resource constrained with optimizing computations for real-time processing.
• Experience with DSP hardware and software tools and strong debugging and troubleshooting skills with target tools and environments.
• Experience with real-time operating systems (RTOS) requirements
• Experience with working with C++ mathematical libraries and tools that use linear algebra: matrices, vectors, numerical solvers, and geometric transformations
• Familiarity with microcontrollers, DSP processors, and interfacing to FPGA.
• Experience in agile development methodologies
• Languages: C++, Python, MATLAB
• Familiarity with mathematical and scientific simulations software tools like MATLAB, Eigen, Boost
• Experience working with Git
Qualifications:
• Minimum M.S. in Electrical Engineering, Computer Engineering, or Computer Science, Mathematics, or a related field.
• Proven experience in C++ development with a strong understanding of Python.
• Experience in embedded systems programming and development.
• Familiarity with Python libraries used for scientific computations (e.g., NumPy, SciPy).
• Experience with optimizing computations for real-time processing is highly desirable.
Preferred Qualifications:
• Background in physics or electrical engineering with a focus on electromagnetic fields.
• Knowledge of electromagnetic field computations and related mathematical concepts, and experience with complex number handling.
• Experience in using mathematical libraries and tools, particularly in the context of linear algebra, geometric transformations, and optimization techniques such as iterative algorithms.
• Experience with software development lifecycle (SDLC) in regulated environment
• Experience working with GitHub, Bitbucket, Jira, Confluence
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