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"author:Alpha-Park" matching MCP servers:

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  • A
    license
    C
    quality
    A
    maintenance
    Enables auditing of extracted balance sheets, income statements, and cash flow reports by reconstructing complex document tables and verifying mathematical consistency and formula balancing. It also performs cross-reference resolution and sensitive PII redaction, returning structured matrices and validation telemetry over MCP to clients like Claude Desktop, Cursor, and Windsurf.
    4
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables autonomous financial agents to pool corporate treasury cash, rebalance liquidity, and optimize yield sweeps while enforcing double-entry ledger integrity, HMAC-SHA256 signature verification, and fraud-detection safety buffers that prevent overdrafts. Runs on pure Python standard library and plugs into MCP clients such as Claude Desktop, Cursor, and Windsurf.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables quantitative risk analysis by calculating portfolio Value-at-Risk and Conditional VaR/Expected Shortfall across parametric and historical loss distributions, along with related option Greeks, Monte Carlo simulations, and fixed-income analytics through MCP.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables autonomous financial agents and payment systems to analyze transaction streams in real time, detect velocity-based fraud patterns such as card testing, volume spikes, and account takeovers, and produce balanced ledger records with audit telemetry.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables autonomous financial agents to optimize payment recovery by analyzing decline-code retry windows and mitigating involuntary churn, while enforcing balanced double-entry ledger records, HMAC-SHA256 signature verification, and sliding-window fraud detection through an MCP-compatible interface.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables fixed-income and quantitative risk analysis through MCP, computing bond cash flow present values, Macaulay and modified duration, and price convexity, alongside option Greeks, Monte Carlo simulations, VaR/CVaR, and Nelson-Siegel yield curve interpolation using only the Python standard library.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables MCP clients to optimize Uniswap v3/v4 tick ranges by balancing fee APY against impermanent loss under asset volatility, while providing L2 orderbook imbalance, triangular arbitrage, and Bayesian portfolio rebalancing analytics.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables analytical pricing of European options and calculation of first- and second-order Greeks including Delta, Gamma, Vega, Theta, and Rho through MCP. It also supports related quantitative finance analytics such as Monte Carlo simulations, VaR/CVaR, bond duration, and yield curve interpolation.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables MCP clients and autonomous financial agents to submit payment webhook events, journal entries, or transaction streams and receive cryptographically verified, balanced double-entry ledger records with HMAC signatures and hash-chained audit telemetry. It enforces debit/credit invariants and supports fraud detection for real-time accounting workflows.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables agents to compute Bayesian Black-Litterman portfolio rebalancing that blends market equilibrium with subjective views under covariance and slippage/drawdown constraints. Also exposes quantitative microstructure tools such as L2 orderbook imbalance metrics, concentrated liquidity optimization, and negative-cycle triangular arbitrage detection.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables users to model and interpolate zero-coupon yield curves using Nelson-Siegel parameters, fitting level, slope, curvature, and decay components from spot-rate data. It supports quantitative finance workflows through a standard MCP interface.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables users to run stochastic cash runway simulations, estimate ruin probability and low-percentile wealth, and compute safe discretionary spending caps and emergency liquidity buffers.
    7
    MIT
  • F
    license
    Not graded
    quality
    B
    maintenance
    Enables auditing monthly broadband and mobile bills, detecting out-of-contract price creep and hidden junk fees, and synthesizing high-leverage churn-threat retention negotiation scripts through an MCP-compliant JSON-RPC interface.
    7
    -
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables real-time L2 orderbook microstructure analysis with weighted imbalance and micro-price, concentrated liquidity optimization, triangular arbitrage detection, and Bayesian portfolio rebalancing through MCP tools.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables MCP clients to detect negative-cycle triangular arbitrage, compute cross-currency rate discrepancies and net arbitrage ROI, and run quantitative microstructure and portfolio optimization analyses.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables synthesis of multi-tab financial models with circular-reference detection, formula dependency DAG compilation (SUMIFS, XLOOKUP, CAGR, NPV), and deterministic preview cell matrix evaluation through MCP.
    7
    MIT
  • A
    license
    Not graded
    quality
    B
    maintenance
    Enables parsing of structured financial receipts, invoices, and bank statements, tolerance-based three-way reconciliation, detection of tax calculation drift and duplicate claims, and synthesis of double-entry bookkeeping journal entries.
    7
    MIT