About the service
I am a specialist in functional programming and work daily in Pure language, offering turnkey scientific and mathematical software development. Pure language is term-rewriting based: a program is defined as a set of equations, and computation proceeds by rewriting terms to normal form. This approach naturally maps onto symbolic mathematics, algebraic transformation and rapid prototyping of numerical algorithms. Since Pure-lang compiles to machine code via LLVM JIT backend, the elegant equation-based style you write doesn't cost you execution speed. What I do: symbolic mathematics engines (simplification, differentiation, algebraic rewrites), signal processing pipelines and DSP filters, numerical solvers and clean prototypes letting research teams test ideas before moving to heavier stacks. I write idiomatic, well-structured code with pattern matching over terms, macros where genuinely justified, and thin FFI bridges to C libraries when raw throughput matters. Typical tasks — porting math-heavy MATLAB or Python notebooks into a compact Pure-lang program, wrapping existing C or Fortran procedures to call directly from equations, building small domain-specific languages on top of the rewrite engine. Each result comes with a test suite, code documentation and a short walkthrough so your developers can evolve it. I have years of experience with Pure language and the world of functional and term-rewriting languages; correctness matters to me as much as performance. Describe the task, input examples and expected outputs — I'll return a working, performance-measured module with explanations of how rewrite rules map to your mathematics.
