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@sschepis/resolang

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ResoLang - Core quantum resonance computation library

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// holographic-encoding.ts // Handles holographic encoding/decoding for the Prime Resonance Formalism. import { Amplitude } from "../types"; /** * Encodes data into a holographic-like structure using entropy fields. * This is a highly conceptual class based on the Prime Resonance paper. */ export class HolographicEncoding { // Placeholder for internal holographic grid or state private holographicGrid: Map<string, f64>; // Represents a conceptual spatial grid constructor() { this.holographicGrid = new Map<string, f64>(); } /** * Conceptually encodes a point (x, y) into the holographic grid, influenced by an entropy field. * The 'entropyField' function would provide local entropy density. * The returned Amplitude represents the encoded 'brightness' or 'intensity' at that point. * * @param x X-coordinate in the conceptual holographic space. * @param y Y-coordinate in the conceptual holographic space. * @param entropyField A function that returns the entropy value for a given (x, y) coordinate. * @returns An Amplitude value representing the encoded information. */ encode(x: f64, y: f64, entropyField: (x: f64, y: f64) => f64): Amplitude { // A simplified encoding: amplitude is inversely proportional to local entropy // and directly proportional to some intrinsic value of the point. // In a real PRN, this would involve wave interference patterns. const entropyAtPoint = entropyField(x, y); const conceptualValue = Math.sin(x * 0.1) + Math.cos(y * 0.1) + 2.0; // Some conceptual pattern // Store in conceptual grid (optional, for internal state) this.holographicGrid.set(`${x},${y}`, conceptualValue / (1.0 + entropyAtPoint)); // Amplitude is higher where entropy is lower and conceptualValue is higher return conceptualValue / (1.0 + entropyAtPoint); } /** * Encodes a point with a single entropy value. * This is a simplified version for easier WebAssembly export. * * @param x X-coordinate. * @param y Y-coordinate. * @param entropy The entropy value at this point. * @returns An Amplitude value. */ encodeValue(x: f64, y: f64, entropy: f64): Amplitude { const conceptualValue = Math.sin(x * 0.1) + Math.cos(y * 0.1) + 2.0; const amplitude = conceptualValue / (1.0 + entropy); this.holographicGrid.set(`${x},${y}`, amplitude); return amplitude; } /** * Conceptually decodes or retrieves information from the holographic grid. * This would involve pattern matching against the encoded states. * Placeholder for future complex pattern recognition. * @param queryX X-coordinate to query. * @param queryY Y-coordinate to query. * @returns The decoded amplitude at the queried point, or 0 if not found. */ decode(queryX: f64, queryY: f64): Amplitude { const key = `${queryX},${queryY}`; if (this.holographicGrid.has(key)) { return this.holographicGrid.get(key); } return 0.0; } /** * Resets the holographic grid. */ clear(): void { this.holographicGrid.clear(); } }