Quick Deployment Guide
📦 1. Clone Repository
Download the repository to your local machine and navigate to the project directory
git clone https://github.com/abhilashongit/mcr-ml-var.git cd mcr-ml-var
⚙️ 2. Install Dependencies
Install all required packages and dependencies for both Node.js and Python environments
npm install # or for Python dependencies pip install -r requirements.txt
🔧 3. Environment Setup
Configure environment variables and settings for your specific deployment needs
cp .env.example .env # Edit .env with your configuration nano .env
🚀 4. Vercel Deployment
Deploy directly to Vercel for production use with automatic scaling and global CDN
npm install -g vercel vercel login vercel --prod
Technical Infrastructure
💻 Minimum Requirements
Basic specifications for development and small-scale testing
- CPU: 4 cores (Intel i5 equivalent)
- RAM: 8GB DDR4
- Storage: 50GB SSD
- Network: 10 Mbps
- GPU: Not required
🚀 Recommended Specs
Optimal configuration for production environments and large datasets
- CPU: 8 cores (Intel i7/Xeon)
- RAM: 16GB DDR4
- Storage: 100GB NVMe SSD
- Network: 100 Mbps
- GPU: NVIDIA Tesla T4
⚙️ Runtime Requirements
Software dependencies and framework versions
- Node.js: 18.x or higher
- Python: 3.8+ with NumPy, Pandas
- Database: PostgreSQL 13+
- Cache: Redis 6.x
- Web Server: Nginx/Apache
VAR Model Implementation
📊 What is VAR?
Vector Autoregression (VAR) is a multivariate forecasting algorithm used when two or more time series influence each other. It captures linear interdependencies among multiple time series and is particularly effective for analyzing economic and financial data relationships.
🎯 Key Applications
Real-world use cases where VAR models excel
- Financial market analysis and prediction
- Macroeconomic forecasting
- Oil price volatility prediction
- Portfolio risk management
- Central bank policy analysis
- Supply chain optimization
✨ Advanced Features
Cutting-edge capabilities included in our implementation
- Multivariate time series modeling
- Automatic lag order selection (AIC/BIC)
- Impulse response functions
- Forecast error variance decomposition
- Granger causality testing
- Real-time model updating