MCP For Claude Marketplace
Bankroll Kelly Calculator

Bankroll Kelly Calculator MCP Connector for Claude

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Deterministic mathematical tool for calculating optimal football betting stakes using the Kelly Criterion.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner
More Details Connect to Claude

This MCP server provides precise mathematical tools for managing betting capital using the Kelly Criterion. It allows AI agents to calculate optimal stake sizes based on bankroll, decimal odds, and estimated probability. Users can apply fractional Kelly multipliers to manage risk or set maximum stake caps. Key tools include calculate_kelly_stake for primary sizing, verify_betting_parameters to ensure mathematical viability, get_bankroll_summary for capital overview, and compare_risk_profiles to visualize the impact of different risk management strategies.

kelly-criterionbettingbankroll-managementfootballmathematical-modeling

4 tools expose this connector's capabilities to your AI agent.

calculate_kelly_stake

Calculates the optimal stake based on user-provided bankroll, odds, and probability

compare_risk_profiles

Compares different fractional Kelly strategies to show the impact of risk reduction

get_bankroll_summary

Provides a summary of the current betting capacity

verify_betting_parameters

Validates that the input parameters are mathematically sound

See how to talk to your AI agent using Bankroll Kelly Calculator.

Calculate the stake for a $1000 bankroll with decimal odds of 2.0 and a 55% estimated probability.

The edge is 10%, the full Kelly stake is $100.00, and the applied stake is $100.00.

I have $500. What is the stake for odds of 3.0 and a 40% probability using a Half-Kelly approach?

The edge is 20%, the full Kelly stake is $50.00, and the applied stake is $25.00.

Check if a bet with odds of 1.5 and a 60% probability is mathematically viable.

Yes, the bet is mathematically viable as the estimated probability is greater than the implied probability.

The Kelly Criterion is a mathematical formula used to determine the optimal size of a bet to maximize the long-term growth of a bankroll based on the perceived edge and the odds offered.

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