VECTOR: N-dimensional coordinate database with O(1) lookups
Project description
VECTOR - VECTOR Encodes Coordinates To Optimize Retrieval
A lightweight vector database library for Python that organizes data using mathematical coordinate systems. Built with domain-driven architecture and designed for single-file storage with O(1) lookup performance.
Project Philosophy
Vector embraces the "coordinate-based data organization" approach where every table must have an X-axis as the primary key, with other attributes representing relationships between dimensions. This creates a natural mathematical model for data organization:
- X-axis (Central Axis): Primary key and coordinate system foundation
- Y, Z, J... (Dimensional Spaces): Additional attributes that define relationships
- Coordinate Mappings: Functions that map between dimensional spaces
- Vector Points: Individual data records positioned in the coordinate space
Key Features
Vector Mathematics Foundation
- Coordinate System Architecture: Data organized around mathematical coordinate principles
- Dimensional Spaces: Scalable N-dimensional data representation without structural changes
- O(1) Lookup Performance: Coordinate indexing for instant data retrieval
- Value Deduplication: Automatic optimization of storage through value deduplication in dimensional spaces
Domain-Driven Architecture
- Clean Architecture: Separation of domain logic, application services, and infrastructure
- Coordinate Abstractions: Rich domain objects representing mathematical concepts
- Immutable Value Objects: Thread-safe coordinate and mapping representations
- Repository Patterns: Clean data access interfaces
Quick Start
Installation
# Clone the repository
git clone <repository-url>
cd vector
# Install in development mode
pip install -e .
# Or install from PyPI (when published)
pip install vector-datalib
Basic Usage
Clean API with Context Managers
from vector_datalib import VectorDB
# Create database with context manager
with VectorDB("my_data.db") as db:
# Insert data with automatic collision detection
db.insert(101, {"age": 25, "name": "Alice"})
db.insert(102, {"age": 30, "name": "Bob"})
db.insert(103, {"age": 25, "name": "Charlie"}) # age=25 deduplicated automatically
# O(1) coordinate-based lookup
name = db.lookup(101, "name")
print(f"Employee 101: {name}") # Employee 101: Alice
# Batch operations
db.batch_insert([
(104, {"name": "Diana", "age": 28}),
(105, {"name": "Eve", "age": 32}),
(106, {"name": "Frank", "age": 27})
])
# Update operations
db.update(101, "age", 26) # Alice's age updated
# Database automatically saved on exit
Advanced Patterns
with VectorDB("analytics.db") as db:
# Batch lookups
user_queries = [(101, "name"), (102, "age"), (103, "department")]
results = db.batch_lookup(user_queries)
# LRU caching automatically optimizes repeated lookups
name1 = db.lookup(101, "name") # Database hit
name2 = db.lookup(101, "name") # Cache hit (faster)
# Batch updates
updates = [
(101, "status", "active"),
(102, "status", "inactive"),
(103, "role", "manager")
]
successful = await db.batch_update(updates)
print(f"Updated {successful} records concurrently")
Architecture
Vector follows clean architecture principles with mathematical domain modeling:
src/vector_datalib/
├── domain/
│ ├── coordinates/ # X-axis coordinate system (primary key)
│ ├── spaces/ # Y, Z, J... dimensional spaces
│ ├── mappings/ # Functions between dimensional spaces
│ └── __init__.py
├── application/
│ ├── main.py # Main database API
│ └── __init__.py
├── infrastructure/
│ ├── storage/ # .db file persistence
│ └── __init__.py
├── meta.py # Version and metadata
└── __init__.py # Public API exports
Domain Layer
- CentralAxis: Manages X-coordinate system and primary key constraints
- DimensionalSpace: Handles Y, Z, J... dimensions with value deduplication
- CoordinateMapping: Maps relationships between dimensional spaces
- VectorPoint: Represents individual data records as coordinate positions
Application Layer
- VectorDB: Main database interface providing the scripting API
- Coordinate Operations: Insert, lookup, update operations on coordinate system
- Dimensional Management: Dynamic expansion and contraction of coordinate spaces
Infrastructure Layer
- VectorFileStorage: Handles .db file format with JSON and gzip compression
- Persistence Management: Atomic save/load operations with metadata
Mathematical Model
Coordinate System Design
All tables in Vector must follow the coordinate system principle:
- X-axis (Primary Key): Central coordinate that uniquely identifies each vector point
- Dimensional Relationships: Other attributes represent relationships between the X-coordinate and various dimensional spaces
# Mathematical representation:
# Point P at coordinate X has relationships to multiple dimensions
# P(x) = {Y: f_y(x), Z: f_z(x), J: f_j(x), ...}
# where f_axis represents the mapping function for each dimension
with VectorDB("data.db") as db:
db.insert(101, {"age": 25, "name": "Alice", "city": "Boston"})
# Creates: P(101) = {age: f_age(101)=25, name: f_name(101)="Alice", city: f_city(101)="Boston"}
Value Deduplication
Vector automatically optimizes storage by deduplicating values within dimensional spaces:
with VectorDB("data.db") as db:
db.insert(101, {"age": 25, "name": "Alice"})
db.insert(102, {"age": 25, "name": "Bob"}) # age=25 stored once
db.insert(103, {"age": 25, "name": "Charlie"}) # age=25 referenced
# Storage optimization: age=25 stored once, referenced by multiple coordinates
N-Dimensional Scalability
Add new dimensions without structural changes:
with VectorDB("data.db") as db:
# Start with 2 dimensions
db.insert(101, {"age": 25, "name": "Alice"})
# Expand to 3 dimensions
db.insert(102, {"age": 30, "name": "Bob", "city": "Boston"})
# Expand to N dimensions dynamically
db.insert(103, {"age": 25, "name": "Charlie", "city": "Boston", "department": "Engineering"})
Performance Characteristics
Time Complexity
- Insert: O(1) average case with hash-based coordinate indexing
- Lookup: O(1) direct coordinate access
- Update: O(1) coordinate-based modification
- Dimensional Expansion: O(1) addition of new coordinate relationships
Storage Optimizations
- MessagePack Serialization: 2-3x smaller files than JSON
- Gzip Compression: Additional compression for minimal overhead
- File Locking: Multi-process safety with automatic lock management
- LRU Caching: In-memory caching for frequently accessed data
- Context Managers: Automatic resource management and cleanup
Space Complexity
- Value Deduplication: Automatic optimization reduces memory usage
- Coordinate Indexing: Hash-based storage for constant-time access
- Compression: Gzip compression for persistent storage efficiency
File Format
.db File Structure
{
"metadata": {
"version": "1.2.0-beta",
"created_at": "2025-01-XX",
"coordinate_count": 1000
},
"central_axis": {
"coordinates": [1, 2, 3, ...]
},
"dimensional_spaces": {
"age": {
"values": [25, 30, 35],
"coordinate_mappings": {"1": 0, "2": 1, "3": 0}
},
"name": {
"values": ["Alice", "Bob", "Charlie"],
"coordinate_mappings": {"1": 0, "2": 1, "3": 2}
}
}
}
Development
Requirements
- Python 3.9+
- Dependencies: msgpack, filelock (for binary serialization and file locking)
Coordinate System Examples
User Management System
with VectorDB("users.db") as db:
# X-coordinate: User ID, Y-dimension: Profile data
db.insert(1001, {"name": "Alice Johnson", "age": 28, "department": "Engineering"})
db.insert(1002, {"name": "Bob Smith", "age": 32, "department": "Sales"})
db.insert(1003, {"name": "Charlie Brown", "age": 28, "department": "Engineering"})
# O(1) user lookup
name = db.lookup(1001, "name")
age = db.lookup(1001, "age")
print(f"User: {name}, Age: {age}")
# Dynamic expansion - add new dimensional relationships
db.update(1001, "salary", 75000)
db.update(1001, "location", "Boston")
Product Catalog
with VectorDB("products.db") as db:
# X-coordinate: Product ID, Y/Z dimensions: Product attributes
db.insert(2001, {"name": "Laptop", "price": 999.99, "category": "Electronics"})
db.insert(2002, {"name": "Mouse", "price": 29.99, "category": "Electronics"})
db.insert(2003, {"name": "Desk", "price": 299.99, "category": "Furniture"})
# Value deduplication automatically optimizes "Electronics" category storage
Best Practices
Coordinate System Design
- Always use X-axis as primary key: This maintains the mathematical foundation
- Design dimensional relationships: Think about how attributes relate to coordinates
- Leverage value deduplication: Repeated values in dimensions are automatically optimized
- Plan for dimensional expansion: Design coordinate spaces that can grow dynamically
Performance Optimization
- Use context managers: Always use
with VectorDB()for resource management - Leverage batch operations: Use
batch_insert(),batch_lookup(),batch_update()for multiple operations - LRU cache awareness: Repeated lookups are cached automatically
- Appropriate coordinate ranges: Choose coordinate values that distribute well
- Monitor dimensional growth: Large numbers of unique values reduce deduplication benefits
Data Organization
- Logical coordinate grouping: Group related data with nearby coordinates when possible
- Consistent dimensional naming: Use clear, consistent names for dimensional spaces
- Document coordinate meanings: Maintain documentation of what each coordinate represents
Troubleshooting
Common Issues
Large file sizes with compressed storage:
- Check for high dimensional diversity (many unique values)
- Consider coordinate space reorganization for better deduplication
Performance degradation:
- Monitor the number of unique values in dimensional spaces
- Consider splitting large coordinate spaces into multiple databases
Contributing
- Fork the repository
- Create a feature branch following the coordinate system principles
- Implement changes with proper domain modeling
- Ensure mathematical consistency in coordinate operations
- Submit a pull request
License
This project is licensed under the Apache 2.0 License - see the LICENSE file for details.
Vector Mathematics
Vector database design is inspired by mathematical vector spaces where:
- Coordinates define position: X-axis establishes the coordinate system foundation
- Dimensions represent relationships: Each dimension shows how data relates to coordinates
- Mappings preserve structure: Functions between dimensions maintain mathematical consistency
- Scalability through expansion: N-dimensional growth without architectural changes
The name "Vector" reflects this mathematical foundation where data points exist as vectors in a coordinate space, with the X-axis serving as the primary coordinate system and other dimensions representing the vector's components in different spaces.
Organize your data with mathematical precision. Scale with coordinate clarity.
Built for developers who appreciate clean architecture and mathematical elegance.
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