Portfolio

Interactive portfolio construction and optimization tools. From mean-variance to Black-Litterman to risk parity, with production-ready implementations.

8 Tools Interactive
4 Chapters Source
12 Exercises BUILD
MARKOWITZ OPTIMIZATION
min w'Sw subject to w'� = r, w'1 = 1
Minimize portfolio variance for a given target return. The mathematical foundation of modern portfolio theory.

Interactive Tools

Efficient Frontier Builder

Trace the efficient frontier from minimum variance to maximum return portfolios.

  • Interactive frontier curve
  • Capital market line overlay
  • Portfolio composition viewer

Black-Litterman Engine

Combine equilibrium returns with your views to generate optimal portfolios.

  • View specification interface
  • Confidence calibration
  • Prior/posterior comparison

Risk Parity Optimizer

Build equal risk contribution portfolios with various risk measures.

  • Volatility-based risk parity
  • CVaR risk parity
  • Risk budgeting extension

Constraint Manager

Define and visualize portfolio constraints�sector, position, turnover, ESG.

  • Box constraints
  • Group constraints
  • Turnover limits

Rebalancing Simulator

Compare calendar vs. threshold rebalancing with transaction cost modeling.

  • Calendar schedules
  • Tolerance bands
  • Cost-benefit analysis

Factor Exposure Analyzer

Decompose portfolio risk into factor contributions with tilt visualization.

  • Factor loadings chart
  • Risk contribution pie
  • Benchmark comparison

BUILD Exercises

BUILD 1
Mean-Variance Optimization with cvxpy
Implement quadratic portfolio optimization with box constraints
FOUNDATIONAL
BUILD 2
Black-Litterman Implementation
Build the full B-L model with equilibrium prior and view blending
INTERMEDIATE
BUILD 3
Risk Parity Portfolio
Construct equal risk contribution portfolio using numerical optimization
INTERMEDIATE
BUILD 4
Transaction Cost-Aware Rebalancing
Optimize rebalancing frequency considering implementation costs
ADVANCED
BUILD 5
Multi-Period Portfolio Optimization
Extend single-period to multi-period with dynamic programming
ADVANCED

Build Optimal Portfolios

Access the Portfolio module and implement institutional-grade optimization systems.

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