Job Title

We are seeking a highly skilled and motivated C++ Developer with experience in Parasolid kernel to join our dynamic team for oneof our client projects. The ideal candidate will have over 3 years of experience in developing and maintaining advanced 3D modeling and simulation desktop applications. You will collaborate with our software development team on-site to design, implement, and optimize high-performance applications.Key Responsibilities:- Design, develop, and maintain advanced 3D modeling and simulation desktop applications using C++.- Work closely with the founder in our office to understand project requirements and deliver high-quality software solutions.- Collaborate with cross-functional teams to gather requirements and ensure software solutions align with business objectives.- Implement efficient and scalable code following best practices and coding standards.- Debug and resolve software defects and issues.- Optimize application performance and ensure responsiveness.- Prepare technical documentation and user guides for developed applications.- Provide technical support and troubleshoot issues as needed.- Stay updated with the latest advancements in 3D modeling software development and integrate new techniques into the software.Qualifications:- Bachelor’s degree or Master's in Computer Science, Engineering, or a related field.- Over 5 years of proven experience as a C++ Developer, preferably in desktop application development for 3D modeling and simulation.- Strong understanding of object-oriented programming (OOP) principles.- Proficiency with C++ and related libraries/frameworks (e.g., Qt, Boost).- Experience with Parasolid or other 3D geometric modeling kernels.- Familiarity with version control systems (e.g., Git).- Experience with software development methodologies (e.g., Agile, Scrum).- Strong analytical and problem-solving skills.- Exposure to 3D graphics, geometry, and related algorithms.- Experience with CAD software, simulation tools, or gaming engines is a plus.- Knowledge of computational geometry and data structures.