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@bndamm/finance-toolkit

Production-ready finance library for portfolio construction, risk analytics, and quantitative metrics

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Railpath

@railpath/finance-toolkit

A comprehensive TypeScript library for portfolio management and risk analytics.

@railpath/finance-toolkit provides a complete collection of financial metrics with focus on modularity, type-safety, and performance.

Part of the Railpath open source ecosystem – building financial infrastructure that belongs to everyone.

Features

Portfolio Performance Metrics

  • Time-Weighted Return (TWR) – Performance independent of cash flows
  • Money-Weighted Return (MWR) – IRR-based performance with cash flow consideration
  • Portfolio Metrics – Comprehensive portfolio analysis (CAGR, Sharpe, Sortino, VaR, ES)
  • Performance Attribution – Factor-based performance analysis
  • Portfolio Optimization – Mean-variance optimization
  • Portfolio Rebalancing – Rebalancing strategies and trade calculations
  • Equal Weight Portfolio – Equal weight allocation strategies
  • Returns Calculation – Various return calculation methods
  • Risk Metrics – Portfolio-level risk analysis
  • Information Ratio – Active return vs. tracking error
  • Tracking Error – Deviation from benchmark

Risk Metrics

  • Value at Risk (VaR) – Historical, Parametric, Monte Carlo methods
  • Expected Shortfall (CVaR) – Conditional Value at Risk
  • Maximum Drawdown – Largest loss from peak to trough
  • Alpha & Beta – CAPM-based performance metrics
  • Sharpe Ratio – Risk-adjusted returns
  • Sortino Ratio – Downside risk-adjusted returns
  • Calmar Ratio – Return vs. maximum drawdown
  • Standard Deviation – Classical volatility measure
  • VaR 95% & 99% – Pre-configured confidence levels

Volatility Calculations

  • Standard Deviation – Classical volatility
  • EWMA Volatility – Exponentially Weighted Moving Average
  • Parkinson Volatility – High-Low range based
  • Garman-Klass Volatility – OHLC-based volatility

Portfolio Analysis

  • Correlation Matrix – Asset correlations
  • Covariance Matrix – Asset covariances
  • Portfolio Volatility – Total portfolio risk
  • Portfolio Optimization – Mean-variance optimization
  • Portfolio Rebalancing – Rebalancing strategies
  • Equal Weight Allocation – Equal weight strategies
  • Performance Attribution – Factor-based analysis

Installation

npm install @railpath/finance-toolkit

Quick Start

Portfolio Performance

import { 
  calculateTimeWeightedReturn, 
  calculateMoneyWeightedReturn 
} from '@railpath/finance-toolkit';

// Time-Weighted Return (TWR)
const twr = calculateTimeWeightedReturn({
  portfolioValues: [1000, 1100, 1200, 1150],
  cashFlows: [0, 100, 0, -50],
  annualizationFactor: 252
});

// Money-Weighted Return (MWR) - IRR
const mwr = calculateMoneyWeightedReturn({
  cashFlows: [1000, 100, -50],
  dates: [new Date('2023-01-01'), new Date('2023-06-01'), new Date('2023-12-01')],
  finalValue: 1150,
  initialValue: 0
});

Risk Analysis

import { 
  calculateVaR, 
  calculateSharpeRatio, 
  calculateMaxDrawdown 
} from '@railpath/finance-toolkit';

// Value at Risk (95% Confidence)
const var95 = calculateVaR({
  returns: [0.01, 0.02, -0.01, 0.03, -0.02],
  confidenceLevel: 0.95,
  method: 'historical'
});

// Sharpe Ratio
const sharpe = calculateSharpeRatio({
  returns: [0.01, 0.02, -0.01, 0.03],
  riskFreeRate: 0.02,
  annualizationFactor: 252
});

// Maximum Drawdown
const maxDD = calculateMaxDrawdown({
  portfolioValues: [1000, 1100, 1050, 1200, 1150]
});

Portfolio Analysis

import { 
  calculateCorrelationMatrix, 
  calculatePortfolioVolatility 
} from '@railpath/finance-toolkit';

// Asset Correlation Matrix
const correlation = calculateCorrelationMatrix({
  assetReturns: [
    [0.01, 0.02, -0.01], // Asset 1
    [0.015, 0.025, -0.005] // Asset 2
  ]
});

// Portfolio Volatility
const portfolioVol = calculatePortfolioVolatility({
  weights: [0.6, 0.4],
  covarianceMatrix: [[0.04, 0.02], [0.02, 0.09]]
});

Use Cases

Portfolio Manager

  • Performance attribution and benchmarking
  • Risk-adjusted return optimization
  • Cash flow impact analysis

Risk Manager

  • VaR and Expected Shortfall monitoring
  • Stress testing and scenario analysis
  • Portfolio concentration risk

Quantitative Analyst

  • Factor model development
  • Volatility forecasting
  • Correlation structure analysis

Financial Advisor

  • Client portfolio performance
  • Risk assessment and reporting
  • Asset allocation optimization

TypeScript Support

All functions are fully typed with Zod validation:

import type { 
  TimeWeightedReturnOptions, 
  TimeWeightedReturnResult,
  MoneyWeightedReturnOptions,
  MoneyWeightedReturnResult 
} from '@railpath/finance-toolkit';

// Type-safe Options
const options: TimeWeightedReturnOptions = {
  portfolioValues: [1000, 1100, 1200],
  cashFlows: [0, 100, 0],
  annualizationFactor: 252
};

// Type-safe Results
const result: TimeWeightedReturnResult = calculateTimeWeightedReturn(options);
console.log(result.twr); // number
console.log(result.annualizedTWR); // number
console.log(result.periodReturns); // number[]

API Reference

Portfolio Performance

FunctionDescriptionInputOutput
calculateTimeWeightedReturnTWR PerformancePortfolio Values, Cash FlowsTWR, Annualized TWR, Period Returns
calculateMoneyWeightedReturnMWR Performance (IRR)Cash Flows, Dates, Final ValueMWR, Annualized MWR, NPV, Iterations
calculatePortfolioMetricsComprehensive AnalysisPortfolio Values, Risk-Free RateCAGR, Sharpe, Sortino, VaR, ES, Volatility
calculatePerformanceAttributionFactor AnalysisReturns, Factor ReturnsFactor Contributions, Active Return
calculatePortfolioOptimizationMean-Variance OptimizationExpected Returns, Covariance MatrixOptimal Weights, Risk-Return
calculatePortfolioRebalancingRebalancing StrategiesCurrent Weights, Target WeightsNew Weights, Trade Amounts
calculateEqualWeightPortfolioEqual Weight AllocationAsset CountEqual Weights, Portfolio Metrics
calculateReturnsReturn CalculationsPrices, DatesVarious Return Types
calculateRiskMetricsPortfolio Risk AnalysisReturns, Risk-Free RateRisk Metrics, VaR, ES
calculateInformationRatioActive Return AnalysisPortfolio Returns, Benchmark ReturnsInformation Ratio, Active Return
calculateTrackingErrorBenchmark DeviationPortfolio Returns, Benchmark ReturnsTracking Error, Active Risk

Risk Metrics

FunctionDescriptionMethods
calculateVaRValue at RiskHistorical, Parametric, Monte Carlo
calculateVaR95VaR 95% ConfidenceHistorical, Parametric, Monte Carlo
calculateVaR99VaR 99% ConfidenceHistorical, Parametric, Monte Carlo
calculateExpectedShortfallConditional VaRHistorical, Parametric
calculateHistoricalVaRHistorical VaRHistorical Method
calculateParametricVaRParametric VaRNormal Distribution
calculateMonteCarloVaRMonte Carlo VaRSimulation Method
calculateHistoricalExpectedShortfallHistorical ESHistorical Method
calculateParametricExpectedShortfallParametric ESNormal Distribution
calculateSharpeRatioRisk-Adjusted ReturnsStandard, Annualized
calculateSortinoRatioDownside Risk-AdjustedStandard, Annualized
calculateCalmarRatioReturn vs. DrawdownCalmar Ratio
calculateAlphaCAPM AlphaAsset vs. Benchmark
calculateBetaCAPM BetaAsset vs. Benchmark
calculateMaxDrawdownMaximum LossPeak-to-Trough Analysis
calculateStandardDeviationStandard DeviationClassical Measure

Volatility

FunctionDescriptionInput
calculateVolatilityStandard DeviationReturns Array
calculateEWMAVolatilityExponentially WeightedReturns, Lambda
calculateParkinsonVolatilityHigh-Low RangeHigh, Low Prices
calculateGarmanKlassVolatilityOHLC-basedOpen, High, Low, Close
calculateStandardDeviationClassical MeasureReturns Array

Portfolio Analysis

FunctionDescriptionInput
calculateCorrelationMatrixAsset CorrelationsAsset Returns Matrix
calculateCovarianceMatrixAsset CovariancesAsset Returns Matrix
calculatePortfolioVolatilityPortfolio RiskWeights, Covariance Matrix

Testing

# Run all tests
npm test

# Run tests in watch mode
npm run test:watch

# Run tests with coverage
npm run test:coverage

Test Coverage: 829 Tests across 34 test files

Build

# Build for production
npm run build

# Development with watch mode
npm run dev

Output: TypeScript declarations and optimized JavaScript modules

Contributing

  • Fork the repository
  • Create a feature branch
  • Implement tests for new functions
  • Ensure all tests pass
  • Create a pull request

License

MIT License - see LICENSE for details.

Keywords

finance

FAQs

Package last updated on 03 Oct 2025

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