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SKILL verified MIT Self-run

Hedging Strategies

skill-brainbytes-dev-everything-claude-trading-hedging-strategies · by brainbytes-dev

A Claude skill from brainbytes-dev/everything-claude-trading.

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Install

$ agentstack add skill-brainbytes-dev-everything-claude-trading-hedging-strategies

✓ scanned · ✓ verified, works with Claude Code, Cursor, and more.

Security review

✓ Passed

No issues found. Passed automated security review. · v0.1.0 How review works →

  • Prompt-injection patterns
  • Secret / credential exfiltration
  • Dangerous shell & filesystem operations
  • Untrusted network calls
  • Known-malicious package signatures

What it can access

  • Network access No
  • Filesystem access No
  • Shell / process execution No
  • Environment & secrets No
  • Dynamic code execution No

From automated source analysis of v0.1.0. “Used” means the capability is present in the source — more access means more to trust, not that it’s unsafe.

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Reliability & compatibility

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Declared compatibility

Claude CodeClaude Desktop

Compatibility is declared by the source manifest. End-to-end runtime verification is coming, see below.

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About

Derivatives Hedging Strategies

name: hedging-strategies description: Derivatives hedging — delta-neutral, gamma scalping, vega hedging. origin: ECT

When to Activate

  • User wants to hedge a derivatives position or portfolio
  • Designing delta-neutral strategies with gamma scalping
  • Managing vega exposure across a vol surface
  • Building portfolio hedges using options or futures
  • Analyzing cross-hedging and basis risk
  • Understanding hedge accounting requirements

First Questions

  1. What is the position to be hedged (single option, book, portfolio)?
  2. Which Greeks are the primary concern (delta, gamma, vega, rho, theta)?
  3. What is the hedging objective (minimize variance, protect downside, reduce tail risk)?
  4. What is the rebalancing frequency and transaction cost budget?
  5. Are there accounting or regulatory constraints on hedge design?

Core Concepts

Delta Hedging

Delta hedging neutralizes the first-order sensitivity of an option position to changes in the underlying.

Basic delta hedge:
  Option position: long N calls with delta = 0.55
  Hedge: short N * 0.55 shares of underlying
  Net delta = N * 0.55 - N * 0.55 = 0 (delta neutral)

  Delta changes as underlying moves (gamma), so hedge must be rebalanced

Discrete delta hedging:
  - Continuous hedging is impossible in practice
  - Rebalance at fixed intervals (daily, hourly) or on delta threshold
  - Hedging error = function of gamma, realized vol, and rebalance frequency

  Hedging error per rebalance:
    epsilon ~ 0.5 * Gamma * (delta_S)^2 - Theta * delta_t
    This is the gamma-theta tradeoff: gamma profits offset theta decay

Delta hedging P&L:
  For a long option position, delta-hedged:
    Daily P&L = 0.5 * Gamma * S^2 * (realized_return^2 - implied_vol^2 * dt)
    If realized vol > implied vol: profit (bought cheap vol)
    If realized vol  implied vol (bought cheap options)
  Loss if: realized vol  realized vol + hedging cost to profit

Cost optimization:
  1. Wider rebalancing bandwidth: reduces cost but increases tracking error
  2. Hedge with options instead of underlying: reduces rebalancing frequency
  3. Portfolio netting: offset delta across correlated positions before hedging
  4. Batch hedging: aggregate delta changes and execute once per day

Quality Gate

Before implementing a hedging strategy:

  • [ ] Hedged risk clearly identified (delta, gamma, vega, tail, or all)
  • [ ] Hedge instrument selected with minimal basis risk
  • [ ] Hedge ratio calculated using appropriate method (minimum variance, beta-adjusted)
  • [ ] Transaction costs of hedging quantified (rebalancing costs erode performance)
  • [ ] Rebalancing frequency determined (tradeoff: tracking error vs cost)
  • [ ] Cross-hedge basis risk measured and accepted
  • [ ] Stress test: hedge performance in 2008, 2020 scenarios
  • [ ] Hedge accounting requirements checked (if applicable)
  • [ ] Liquidity of hedge instrument verified (can you roll and adjust under stress?)
  • [ ] Residual risk after hedging documented and reported to risk management

Source & license

This open-source skill is cataloged on AgentStack and links to its original source — we do not rehost the code.

Install and usage instructions live in the source repository linked above.

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Versions

  • v0.1.0 Imported from the upstream source.