Mathematical Proof Coaching and Problem-Set Tutoring
Coaching in proof techniques and university-level problem solving, with feedback on proofs you write, for analysis, linear and abstract algebra, discrete mathematics and more.
Rigorous mathematics and applied modeling: learning to write proofs, turning real systems into models you can solve and test, and formulating optimization problems that solvers handle well.
Choose proofs and problem sets if your challenge is rigor: a first proof course, real analysis, algebra or discrete mathematics, where you need to learn techniques such as induction, contradiction and epsilon-delta arguments and get feedback on your own drafts.
Choose mathematical modeling and simulation when you need to represent a system with differential equations, stochastic processes, Monte Carlo methods or agent-based rules, and test how robust the results are. Choose optimization and operations research when the question is what the best decision is under constraints, solved with linear or mixed-integer programming in tools such as Gurobi, LINGO or Excel Solver.
Coaching in proof techniques and university-level problem solving, with feedback on proofs you write, for analysis, linear and abstract algebra, discrete mathematics and more.
Support formulating models from real problems, solving them analytically or numerically, running simulations and checking that results are robust, for coursework and research.
Tutoring and research support for optimization: formulating decision variables, objectives and constraints; solving LP, MILP and nonlinear models; and interpreting duals, sensitivity and solver output.
Tell us what you’re working on and where you’re stuck. We’ll recommend the right kind of help and send a quote.