bhala-srinivash/nse-trading-skills

position-sizing

Calculate optimal position sizes for NSE/BSE equity trades using fixed fractional, ATR-based, and Kelly criterion methods. Includes portfolio constraints and…

First seen Mar 21, 2026

Installation

$ npx skills add https://github.com/bhala-srinivash/nse-trading-skills
Feature your product here Skill page unit · reach builders installing agent skills View pricing →

Similar popular skills

Related neighbors and high-traction skills in the same topics — useful to compare before installing.

Also in this package

Other skills from bhala-srinivash/nse-trading-skills.

npx skills add https://github.com/bhala-srinivash/nse-trading-skills

Browse all from bhala-srinivash/nse-trading-skills

More details

Agent compatibility

Declared targets from SKILL.md / docs. Unmarked agents are not listed — the skill may still install via the CLI.

Claude Code Not declared
Cursor Not declared
Codex Not declared
GitHub Copilot Not declared
Windsurf Not declared
Gemini CLI Not declared
Cline Not declared
OpenCode Not declared

Repository health

Stars 37
License LICENSE
Default branch master
Open issues 0
Status Active

History

  1. First seen on skills.sh
  2. First recorded snapshot · 108 installs

SKILL.md

Position Sizing

Position sizing is how you survive. The goal: risk a small, consistent percentage of capital per trade so that no single loss can cripple your account.

Prerequisites

No dependencies required. Works with manually provided prices. Enhanced with Groww MCP (live price, ATR, portfolio) or yfinance (pip install yfinance).

Data Needed

  1. Account size: Total trading capital (ask user if not known)
  2. Current price: getquotesand_depth from Groww, or user-provided
  3. ATR(14): gethistoricaltechnical_indicators from Groww, or calculate from candle data
  4. Existing positions: getequityportfolio_holdings to check concentration (optional)

Method 1: Fixed Fractional (Default)

This is the go-to method. Simple, robust, works for everyone.

Risk per trade = Account size × Risk%
Shares = Risk per trade ÷ (Entry price - Stop-loss price)
Capital required = Shares × Entry price

Risk% guidelines:

Situation Risk%
Normal (no leverage) 1-2%
With 2x leverage 0.5-1%
With 3-4x leverage 0.25-0.5%
High conviction trade Up to 3% (rare)
New/uncertain setup 0.5%

Example

Account: Rs.10,00,000
Risk: 2% = Rs.20,000
Entry: Rs.1,800
Stop: Rs.1,700 (Rs.100 risk per share)
Shares: 20,000 ÷ 100 = 200 shares
Capital: 200 × 1,800 = Rs.3,60,000 (36% of account)

Method 2: ATR-Based Sizing

Uses volatility to set the stop distance, then sizes accordingly.

Stop distance = ATR(14) × multiplier
Shares = Risk amount ÷ Stop distance
Market Condition ATR Multiplier
Low volatility (ADX < 20) 1.5× ATR
Normal volatility 2.0× ATR
High volatility (ADX > 30) 2.5× ATR

This naturally sizes you smaller in volatile stocks and larger in calm ones.

Method 3: Kelly Criterion (Advanced)

For traders with a track record of at least 30 trades:

Kelly% = W - (1 - W) / R
W = historical win rate
R = average win / average loss

Use Half-Kelly (Kelly% ÷ 2) for real trading — full Kelly is too aggressive.
Win Rate Avg W/L Ratio Kelly% Half-Kelly
40% 2.0 10% 5%
50% 1.5 17% 8%
60% 1.2 27% 13%

Portfolio Constraints

These are hard limits — never exceed them regardless of sizing method:

Constraint Limit
Single stock Max 20% of portfolio
Single sector Max 35% of portfolio
Total open risk Max 6% of portfolio (sum of all position risks)
Correlated positions Max 3 stocks in same sector simultaneously

If a position would breach a constraint, reduce size until it fits.

Leverage Adjustment

When using margin/leverage, the math changes because losses are amplified:

Effective risk% = Risk% × Leverage
So: reduce your base risk% by dividing by leverage

At 3.74x leverage:
  Normal risk: 2%
  Adjusted risk: 2% ÷ 3.74 ≈ 0.5%
  This keeps your effective risk at ~2%

Output

Present position sizing as:

Position Size: XXX shares
Capital Required: Rs.X,XX,XXX
Risk Amount: Rs.X,XXX (X.X% of account)
Stop-Loss: Rs.XXX (X.X% below entry)
Portfolio Allocation: XX% of total capital