Mathematics Researcher & Computational Innovator Resume – PhD-Level | Symbolic Mathematics, Java, Python, C++, 3D Visualization

Mathematics Researcher & Computational Innovator Resume – PhD-Level | Symbolic Mathematics, Java, Python, C++, 3D Visualization

A PhD-level mathematician with advanced expertise in multivariable calculus, linear algebra, and symbolic mathematics. Skilled in bridging theory and computation, designing systems that represent every mathematical symbol, variable, and formula, enabling algebraic evaluation, 3D visualization, and novel applications such as symbolic encoding for domains, passwords, and communication structures. Research challenges traditional interpretations of calculus, demonstrating that algebraic reasoning can provide deeper insights than standard geometric approaches. Experienced in programming with Java, Python, and C++, and integrating large-scale symbolic computation. Combines creativity, analytical rigor, and computational precision to develop innovative tools at the frontier of mathematics and technology.

Research Project: Algebraic Interpretation of Calculus and Symbolic Mathematics System

A unique research project focused on redefining the foundations of calculus and symbolic mathematics. The work challenges the traditional geometric interpretation of calculus, proposing instead that calculus functions operate primarily as algebraic approximation tools. Alongside this theoretical research, a computational application is being built in Java, Python, and C++ that:

• Represents all mathematical formulas with complete symbolic detail (variables, operators, and values)

• Calculates outputs based on algebraic interpretation of symbols and variables

• Integrates 3D graphical visualization to represent mathematical structures

• Extends symbolic systems to practical applications such as domain structures, password descriptions, and email-like symbolic encoding

This project demonstrates the ability to combine advanced mathematics, programming, and innovative thinking to create tools that bridge human symbolic reasoning and computational logic.

Ideal For:

• Full-time Mathematics Researcher positions

• Computational Mathematics and Symbolic Computing roles

• R&D positions in quantitative and algorithmic fields

• Academic and industrial research roles

• Remote or Sweden/International opportunities

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