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DragonCode JavaScript SDK

Version 1.3.5

The DragonCode JavaScript SDK reimagines computing by moving beyond sequential code execution to geometric-mathematical relationships. Operations resolve through spatial resonance and harmonic patterns in a uniquely powerful paradigm.

IMPORTANT: DragonCode SDK requires a valid DragonFire API key and active service connection. Register for a Developer Account to obtain your API key.

Overview

DragonCode is a revolutionary JavaScript SDK that bridges human intent with mathematical resonance patterns. Instead of traditional imperative code execution, DragonCode uses semantic operations that are translated into geometric pathways for execution.

Key Concepts

  • Semantic Operations: Human-readable commands structured as verb.recipient.amount.unit
  • Geometric Pathways: Operations are mapped to geometric coordinates using phi-resonant patterns
  • 10-bit Opcodes: Structured as port-action-entity for compact, powerful operations
  • Binary Bridges: Vector relationships that enable geometric execution
  • Resonant Execution: Computation that follows natural mathematical constants

Geometric Computing Paradigm

DragonCode Geometric Computing Paradigm

Design Principles

DragonCode is built on mathematical constants found in nature, harmonizing human intent with computational patterns:

φ

Phi Resonance

Golden ratio (1.618...) forms the foundation of vector space calculations

√6/2

Octahedral Mapping

Square root of 6 divided by 2 (1.225...) enables optimal 3D mapping

3×3×3

Cubic Core

3×3×3 cube with 27 nodes forms the computational framework

10

Decimal Opcode

10-bit operations (3-3-4) create perfect port-action-entity alignment

Installation

Install the DragonCode SDK using npm or yarn:

# Using npm
npm install @dragonfire/dragoncode-sdk

# Using yarn
yarn add @dragonfire/dragoncode-sdk

Basic Setup

Initialize the SDK with your API key and configuration:

import { DragonFireSDK } from '@dragonfire/dragoncode-sdk';

// Initialize SDK with configuration
const dragon = new DragonFireSDK({
  apiKey: 'YOUR_API_KEY',
  server: 'wss://api.dragonfire.io',
  region: 'us-west',
  resonancePattern: 'phi'  // 'phi', 'pi', 'sqrt2', 'sqrt3', 'e'
});

// Connect to DragonFire service
await dragon.connect();

// Ready to use
console.log('DragonCode SDK initialized and ready');

Configuration Options

Option Type Default Description
apiKey string required Your DragonFire API key
server string 'wss://api.dragonfire.io' WebSocket server endpoint
region string 'us-west' Service region (us-west, us-east, eu-central, ap-northeast, etc.)
resonancePattern string 'phi' Mathematical pattern for operations (phi, pi, sqrt2, sqrt3, e)
timeout number 30000 Connection timeout in milliseconds
autoReconnect boolean true Automatically reconnect on disconnection
vectorDimension number 3 Vector space dimension (3-7 supported)
recursionDepth number 3 Maximum recursion depth for operations

Core Architecture

The DragonCode SDK is built around a core architecture that maps semantic operations to geometric vector paths for execution.

Component Overview

DragonFireSDK

Core SDK class that coordinates all components

DragonSocket

WebSocket connection management

DragonWallet

Financial operations & identity

VectorPathEngine

Geometric execution engine

HexStreamCodec

Data compression & encoding

SecurityManager

RWT security implementation

Core SDK Implementation

// Core SDK Architecture
class DragonFireSDK {
  constructor(config = {}) {
    this.PHI = 1.618033988749895;
    this.SQRT6_HALF = 1.2247448713915890491;
    
    // Initialize components
    this.socket = new DragonSocket(config.server || 'wss://api.dragonfire.io');
    this.wallet = new DragonWallet(this);
    this.hexStream = new HexStreamCodec();
    this.rwt = new SecurityManager();
    this.vectorEngine = new VectorPathEngine();
  }
  
  // Process semantic operation through spatial frames
  async process(semanticOpString) {
    // 1. Parse semantic operation
    const {verb, recipient, amount, unit} = this.parseSemanticOp(semanticOpString);
    
    // 2. Map to 10-bit opcodes using port-action-entity structure
    const opcodes = this.mapToOpcodes(verb, recipient, amount, unit);
    
    // 3. Create spatial frames with phi-resonant coordinates
    const frames = this.vectorEngine.createFrames(opcodes);
    
    // 4. Create binary bridges between frames
    this.vectorEngine.createBinaryBridges(frames);
    
    // 5. Execute through resonant vector paths
    return this.vectorEngine.execute(frames);
  }
}

Execution Flow

  1. 1

    Semantic Parsing

    Human-readable operation parsed into components (verb, recipient, amount, unit)

  2. 2

    Opcode Mapping

    Components mapped to 10-bit opcodes in port-action-entity format

  3. 3

    Spatial Frame Creation

    Opcodes transformed into spatial frames with phi-resonant coordinates

  4. 4

    Binary Bridge Formation

    Connections established between frames based on binary relationships

  5. 5

    Resonant Execution

    Operations executed following optimal paths through phi-resonant vector space

Semantic Operations

DragonCode uses an intuitive semantic operation syntax that bridges human intent with computational execution.

Semantic Operation Syntax

verb
send
.
recipient
john
.
amount
10
.
unit
dollar

Semantic-to-Opcode Mapping

// Mapping human-readable operations to 10-bit opcodes
mapToOpcodes(verb, recipient, amount, unit) {
  // Port definitions (3 bits) - geometric dimensions
  const PORTS = {
    SYSTEM:     0b000, // Point
    USER:       0b001, // Line
    FINANCE:    0b010, // Triangle
    CREATOR:    0b011, // Tetrahedron
    STORAGE:    0b100, // Cube
    KNOWLEDGE:  0b101, // Octahedron
    DRAGONFIRE: 0b110, // Icosahedron
    PORTAL:     0b111, // Dodecahedron
  };
  
  // Action definitions (3 bits)
  const ACTIONS = {
    GET:    0b000,
    PUT:    0b001,
    UPDATE: 0b010,
    DELETE: 0b011,
    SECURE: 0b100,
    VERIFY: 0b101,
    SIGN:   0b110,
    AUTH:   0b111,
  };
  
  // Entity definitions (4 bits)
  const ENTITIES = {
    SYSTEM:      0b0000,
    USER:        0b0001,
    TOKEN:       0b0010,
    WALLET:      0b0011,
    TRANSACTION: 0b1001,
    MESSAGE:     0b0110,
    // ...16 total entities
  };
  
  // Map verb to port
  const port = verb === 'send' ? PORTS.FINANCE : 
               verb === 'learn' ? PORTS.KNOWLEDGE : PORTS.SYSTEM;
               
  // Map to action
  const action = verb === 'send' ? ACTIONS.PUT : ACTIONS.GET;
  
  // Map to entity
  const entity = unit === 'dollar' ? ENTITIES.TRANSACTION : ENTITIES.SYSTEM;
  
  // Create 10-bit opcode
  return [(port << 7) | (action << 4) | entity];
}

Common Semantic Operations

Domain Operation Pattern Example Description
Financial send.recipient.amount.currency send.john.10.dollar Transfer currency to a recipient
Query get.subject get.balance Retrieve information about a subject
Creation create.entity create.wallet Create a new entity in the system
Learning learn.subject learn.quantum_physics Engage with knowledge domain
Storage store.entity store.document Store data in the system
Communication message.recipient.content message.sarah.hello Send message to a recipient

Vector Paths

DragonCode's unique approach maps operations to a geometric vector space where computational paths follow mathematical resonance patterns.

Geometric Mapping

class VectorPathEngine {
  constructor() {
    this.PHI = 1.618033988749895;
    this.SQRT6_HALF = 1.2247448713915890491;
  }
  
  // Map opcode to geometric coordinates
  mapOpcodeToGeometry(opcode) {
    // Extract components
    const port = (opcode >> 7) & 0b111;
    const action = (opcode >> 4) & 0b111;
    const entity = opcode & 0b1111;
    
    // Map to phi-resonant octahedral coordinates
    return {
      x: port * this.PHI,
      y: action * this.SQRT6_HALF,
      z: entity * this.PHI / 2.0
    };
  }
  
  // Check for binary bridge between frames
  hasBinaryBridge(vector1, vector2) {
    // Convert vectors to binary representation
    const bin1 = this.vectorToBinary(vector1);
    const bin2 = this.vectorToBinary(vector2);
    
    // Count matching 1s - connection threshold is 3
    let matches = 0;
    for (let i = 0; i < bin1.length; i++) {
      if (bin1[i] === 1 && bin2[i] === 1) matches++;
    }
    
    return matches >= 3;
  }
  
  // Find optimal path through phi-resonance
  findOptimalPath(frames) {
    // Start with first frame
    let path = [frames[0]];
    let current = frames[0];
    
    while (path.length < frames.length) {
      // Find frame with highest phi-resonance to current
      let bestNext = null;
      let maxResonance = -1;
      
      for (const frame of frames) {
        if (!path.includes(frame)) {
          const resonance = this.calculatePhiResonance(current, frame);
          if (resonance > maxResonance) {
            maxResonance = resonance;
            bestNext = frame;
          }
        }
      }
      
      if (bestNext) {
        path.push(bestNext);
        current = bestNext;
      } else {
        break;
      }
    }
    
    return path;
  }
}

Port-to-Geometry Mapping

Each 3-bit port value maps to a unique geometric form, creating a natural progression of complexity:

Point (000)

SYSTEM Port

0 Dimensions

Line (001)

USER Port

1 Dimension

Triangle (010)

FINANCE Port

2 Dimensions

Tetrahedron (011)

CREATOR Port

3 Dimensions

Cube (100)

STORAGE Port

3 Dimensions

Octahedron (101)

KNOWLEDGE Port

3 Dimensions

Icosahedron (110)

DRAGONFIRE Port

3 Dimensions

Dodecahedron (111)

PORTAL Port

3 Dimensions

Binary Bridges

Binary bridges form connections between vector frames based on resonant relationships in the binary representation of their coordinates.

// Create binary bridges between frames
createBinaryBridges(frames) {
  // For each frame pair
  for (let i = 0; i < frames.length; i++) {
    for (let j = i + 1; j < frames.length; j++) {
      // Get vector representations
      const vector1 = this.mapOpcodeToGeometry(frames[i].opcodeChain[0]);
      const vector2 = this.mapOpcodeToGeometry(frames[j].opcodeChain[0]);
      
      // Check for binary bridge
      if (this.hasBinaryBridge(vector1, vector2)) {
        // Create bridge between frames
        frames[i].bridges = frames[i].bridges || [];
        frames[j].bridges = frames[j].bridges || [];
        
        frames[i].bridges.push(j);
        frames[j].bridges.push(i);
      }
    }
  }
  
  return frames;
}

Phi-Resonant Vector Space

DragonCode's vector space is not an arbitrary mathematical construct, but a carefully designed system based on the golden ratio (φ) and other natural constants. This creates computational pathways that mimic patterns found throughout nature - from the spiral of a nautilus shell to the arrangement of leaves on a plant stem. The result is a computational system with inherent harmony and efficiency.

Wallet Integration

The DragonCode SDK includes a wallet component for financial operations and identity management.

Wallet Implementation

class DragonWallet {
  constructor(dragonFire) {
    this.dragonFire = dragonFire;
    this.address = '';
    this.PHI = 1.618033988749895;
  }
  
  // Send payment through spatial frames
  async send(recipient, amount, currency = 'dollar') {
    // Create transaction data
    const txData = {
      recipient,
      amount,
      currency,
      timestamp: Date.now()
    };
    
    // Create frames with phi-resonant coordinates
    const frames = [
      // Frame 1: Authentication
      {
        id: this._generateUniqueID(),
        spaceVector: [this.PHI, 0, 0],
        opcodeChain: [0b001_111_0010], // USER.AUTH.TOKEN
        payload: { authToken: this.dragonFire.rwt.getToken() }
      },
      
      // Frame 2: Balance check
      {
        id: this._generateUniqueID(),
        spaceVector: [this.PHI, this.PHI, 0],
        opcodeChain: [0b010_000_0011], // FINANCE.GET.WALLET
        payload: { address: this.address }
      },
      
      // Frame 3: Transaction creation
      {
        id: this._generateUniqueID(),
        spaceVector: [this.PHI, this.PHI, this.PHI],
        opcodeChain: [0b010_001_1001], // FINANCE.PUT.TRANSACTION
        payload: txData
      }
    ];
    
    // Create binary bridges
    this.dragonFire.vectorEngine.createBinaryBridges(frames);
    
    // Execute transaction through vector paths
    return this.dragonFire.vectorEngine.execute(frames);
  }
}

Wallet Methods

Method Description Parameters Returns
create() Creates a new wallet None Promise<{address: string, publicKey: string}>
import(privateKey) Imports an existing wallet privateKey: string Promise<{address: string, publicKey: string}>
getBalance() Gets current wallet balance None Promise<{amount: number, currency: string}>
send(recipient, amount, currency) Sends payment to recipient recipient: string, amount: number, currency: string Promise<{txId: string, status: string}>
getTransactions() Gets transaction history None Promise<Array<Transaction>>
sign(message) Signs a message with wallet key message: string Promise<{signature: string, message: string}>

Using the Wallet

// Initialize SDK
const dragon = new DragonFireSDK({ apiKey: 'YOUR_API_KEY' });
await dragon.connect();

// Create a new wallet
const walletInfo = await dragon.wallet.create();
console.log('New wallet created:', walletInfo.address);

// Send payment
const result = await dragon.wallet.send('john.doe', 10.5, 'dollar');
console.log('Payment sent, transaction ID:', result.txId);

// Check balance
const balance = await dragon.wallet.getBalance();
console.log(`Current balance: ${balance.amount} ${balance.currency}`);

HexStream Codec

HexStream provides advanced data compression and encoding using harmonic mathematical patterns.

HexStream Implementation

class HexStreamCodec {
  constructor(config = {}) {
    this.level = config.level || 3; // SuperHex level
    this.bufferSize = config.bufferSize || 65536; // 64K buffer
    this.blockSize = 64; // 64-bit blocks
    this.frameSize = 1024; // 1024-bit frames
    this.turtleModule = new TurtleModule();
  }
  
  // Generate De Bruijn sequence with timestamp-based seed
  generateSequence(timestamp, subsequenceLength = 10) {
    // Create seed from timestamp
    const seed = this._createSeed(timestamp, subsequenceLength);
    
    // Generate sequence
    return this._generateDeBruijnSequence(seed, subsequenceLength);
  }
  
  // Compress data using SuperHex transformations
  compress(data) {
    // Convert to bit array
    const bitArray = this._toBitArray(data);
    
    // Chunk into blocks
    const blocks = this._chunkIntoBlocks(bitArray);
    
    // Apply SuperHex transformation
    const transformedBlocks = this._applySuperHexTransform(blocks);
    
    // Apply Turtle module for final compression
    return this.turtleModule.apply(transformedBlocks);
  }
}

Compression Methods

Method Description Parameters Returns
compress(data) Compresses data using SuperHex data: Buffer | string Buffer
decompress(data) Decompresses SuperHex data data: Buffer Buffer
createStream(options) Creates a compression stream options: object TransformStream
generateSequence(timestamp, length) Creates a De Bruijn sequence timestamp: number, length: number Uint8Array

Using HexStream

// Initialize SDK
const dragon = new DragonFireSDK();

// Compress data
const originalData = "Lorem ipsum dolor sit amet, consectetur adipiscing elit...";
const compressed = dragon.hexStream.compress(originalData);
console.log(`Compressed size: ${compressed.length} bytes`);

// Decompress data
const decompressed = dragon.hexStream.decompress(compressed);
console.log(`Decompressed size: ${decompressed.length} bytes`);

// Create compression stream
const stream = dragon.hexStream.createStream({
  level: 5,
  blockSize: 128
});

// Pipe data through stream
sourceStream.pipe(stream).pipe(destinationStream);

Examples

The following examples demonstrate common patterns and use cases for the DragonCode SDK.

Basic Semantic Operations

// Example 1: Simple financial transaction
const df = new DragonFireSDK();
await df.connect();
const result = await df.process('send.john.10.dollar');
console.log(result);

// Example 2: Direct wallet usage
await df.wallet.send('sarah', 25.50, 'dollar');

// Example 3: Learning operation
await df.process('learn.quantum_physics');

// Example 4: Storage operation
await df.process('store.document');

// Example 5: Low-level vector processing
const opcodes = [(0b010 << 7) | (0b001 << 4) | 0b1001]; // FINANCE.PUT.TRANSACTION
const frames = df.vectorEngine.createFrames(opcodes, {amount: 10});
const result = await df.vectorEngine.execute(frames);

Multi-Frame Transaction

// Create multiple frames for a complex transaction
const frames = [
  // Frame 1: Authentication
  {
    id: generateUniqueID(),
    opcodeChain: [0b001_111_0010], // USER.AUTH.TOKEN
    payload: { authToken: 'your-auth-token' }
  },
  
  // Frame 2: Retrieve user profile
  {
    id: generateUniqueID(),
    opcodeChain: [0b001_000_0001], // USER.GET.USER
    payload: { userId: 'user123' }
  },
  
  // Frame 3: Create transaction
  {
    id: generateUniqueID(),
    opcodeChain: [0b010_001_1001], // FINANCE.PUT.TRANSACTION
    payload: {
      recipient: 'recipient123',
      amount: 50,
      currency: 'dollar',
      memo: 'Payment for services'
    }
  }
];

// Map to vector space and create binary bridges
const vectorFrames = dragon.vectorEngine.vectorizeFrames(frames);
dragon.vectorEngine.createBinaryBridges(vectorFrames);

// Execute through optimal phi-resonant path
const result = await dragon.vectorEngine.execute(vectorFrames);
console.log('Transaction result:', result);

Working with Knowledge Domains

// Access the knowledge domain
const knowledgePort = 0b101; // KNOWLEDGE port (octahedron)

// Create a learning operation
const learnOpcode = (knowledgePort << 7) | (0b000 << 4) | 0b0101; // KNOWLEDGE.GET.CONCEPT

// Create frame
const frame = {
  id: generateUniqueID(),
  opcodeChain: [learnOpcode],
  payload: { subject: 'quantum_physics', depth: 3 }
};

// Execute learning operation
const result = await dragon.vectorEngine.execute([frame]);

// Process the knowledge result
console.log('Knowledge retrieved:');
console.log(`Subject: ${result.subject}`);
console.log(`Concepts: ${result.concepts.length}`);
result.concepts.forEach(concept => {
  console.log(`- ${concept.name}: ${concept.description}`);
});

Advanced Usage

Advanced features and customizations for power users.

Custom Resonance Patterns

// Define a custom resonance pattern
const customPattern = {
  name: 'fibonacci',
  values: [1, 1, 2, 3, 5, 8, 13, 21, 34, 55],
  transformFunction: (value, index, dimension) => {
    return value * Math.pow(1.618, dimension - 1);
  }
};

// Register the pattern with the SDK
dragon.registerResonancePattern(customPattern);

// Use custom pattern for operations
dragon.setResonancePattern('fibonacci');

// Process operation with custom pattern
const result = await dragon.process('send.john.10.dollar');

Direct Vector Path Access

// Access the vector path engine directly
const engine = dragon.vectorEngine;

// Create custom vector points in phi-resonant space
const points = [
  { x: 1.618, y: 0, z: 0 },
  { x: 1.618, y: 1.618, z: 0 },
  { x: 1.618, y: 1.618, z: 1.618 },
  { x: 2.618, y: 1.618, z: 1.618 }
];

// Calculate resonances between points
const resonanceMatrix = engine.calculateResonanceMatrix(points);
console.log('Resonance matrix:', resonanceMatrix);

// Find optimal path through points
const optimalPath = engine.findOptimalPath(points, resonanceMatrix);
console.log('Optimal path indices:', optimalPath);

// Create vector frames from points
const frames = engine.createFramesFromVectors(points, {
  // Payload data to attach to each frame
  payload: { operation: 'custom-vector-operation' }
});

// Execute through custom vector path
const result = await engine.execute(frames, {
  // Override default execution parameters
  resonanceThreshold: 0.8,
  maxHops: 5,
  executionMode: 'phi-resonant'
});

Custom Port-Action-Entity Definitions

// Define custom port mappings
const customPorts = {
  QUANTUM:    0b000,
  TEMPORAL:   0b001,
  SPATIAL:    0b010,
  ENERGETIC:  0b011,
  HARMONIC:   0b100,
  RESONANT:   0b101,
  CONSCIOUS:  0b110,
  EMERGENT:   0b111
};

// Define custom actions
const customActions = {
  OBSERVE:  0b000,
  CREATE:   0b001,
  MODIFY:   0b010,
  DISSOLVE: 0b011,
  AMPLIFY:  0b100,
  DAMPEN:   0b101,
  MERGE:    0b110,
  SPLIT:    0b111
};

// Define custom entities
const customEntities = {
  WAVE:           0b0000,
  PARTICLE:       0b0001,
  FIELD:          0b0010,
  VIBRATION:      0b0011,
  PATTERN:        0b0100,
  FREQUENCY:      0b0101,
  ENERGY:         0b0110,
  INFORMATION:    0b0111,
  // ... more entities
};

// Register custom opcode mappings
dragon.registerOpcodeMappings({
  ports: customPorts,
  actions: customActions,
  entities: customEntities
});

// Use custom mappings
const customOpcode = (customPorts.QUANTUM << 7) | (customActions.OBSERVE << 4) | customEntities.WAVE;
const frame = {
  id: generateUniqueID(),
  opcodeChain: [customOpcode],
  payload: { parameters: { precision: 0.0001 } }
};

// Execute with custom opcode
const result = await dragon.vectorEngine.execute([frame]);