Mathematics MCP Servers

Every strategy proposed by an AI treats the world as a single-player game. No opponents. No counter-moves. No equilibrium analysis. The AI said 'our competitive advantage' without mapping a single opponent's payoff, analyzing their best response, or checking if the strategy survives rational counter-play. Nash proved in 1950 that every finite game has at least one equilibrium. Ignoring this is not a strategic choice, it is a mathematical error. This tool forces five game-theoretic axes: payoff mapping, equilibrium analysis, information structure, mechanism design, and repeated dynamics.

Evaluate and compare game damage scaling models including linear, multiplicative, and advanced RPG formulas.

Calculate combat effectiveness and identify elemental imbalances using an interaction matrix.

Compute and compare attribute progression curves for game design.

Calculate YTM, Current Yield, and interest rate sensitivity for fixed-income bonds.

Calculate fair price, YTM, and inflation-adjusted returns for US Treasuries, UK Gilts, and German Bunds.

Calculate MIDI frequencies, interval deviations, and tuning system comparisons.

Predict memory decay and schedule learning reinforcements using the Ebbinghaus Forgetting Curve.

Analyze gacha mechanics including base rates, soft pity ramps, and hard pity guarantees to predict player costs.

Precision utility for calculating, normalizing, and auditing loot table probabilities and economic expected values.

Model complex equity distribution and liquidation preference scenarios during company exits.