11 रिपॉजिटरी
Implementations for solving discrete optimization tasks such as knapsack or subset sum problems.
Explore 11 awesome GitHub repositories matching scientific & mathematical computing · Combinatorial Optimization Problems. Refine with filters or upvote what's useful.
यह प्रोजेक्ट कंप्यूटर विज्ञान और एल्गोरिथम समस्या समाधान के लिए एक शैक्षिक संसाधन के रूप में काम करने के लिए डिज़ाइन किए गए सत्यापित कम्प्यूटेशनल कार्यान्वयन की एक व्यापक रिपॉजिटरी है। यह कोड उदाहरणों का एक संरचित संग्रह प्रदान करता है जो मूलभूत डेटा संरचनाओं, गणितीय संचालन और मुख्य प्रोग्रामिंग अवधारणाओं को कवर करता है, जिससे उपयोगकर्ताओं को विभिन्न कम्प्यूटेशनल विधियों के पीछे के लॉजिक और जटिलता का अध्ययन करने की अनुमति मिलती है। रिपॉजिटरी एक मॉड्यूलर, संदर्भ-आधारित कार्यान्वयन पैटर्न के माध्यम से खुद को अलग करती है जो कोड को तार्किक नामस्थानों (namespaces) में व्यवस्थित करती है। यह दृष्टिकोण स्वतंत्र निष्पादन और शैक्षिक स्पष्टता की सुविधा प्रदान करता है, जिससे उपयोगकर्ता सरल ब्रूट-फोर्स दृष्टिकोण से लेकर अनुकूलित, उच्च-प्रदर्शन समाधानों तक कम्प्यूटेशनल रणनीतियों के विकास का पता लगा सकते हैं। डेटा संरचना एब्स्ट्रैक्शन को एल्गोरिथम संचालन से अलग करके, प्रोजेक्ट यह सुनिश्चित करता है कि कार्यान्वयन विनिमेय और विश्लेषण करने में आसान बने रहें। क्षमता का क्षेत्र मशीन लर्निंग, क्रिप्टोग्राफी, वैज्ञानिक कंप्यूटिंग और कंप्यूटर विजन सहित तकनीकी डोमेन की एक विस्तृत श्रृंखला तक फैला हुआ है। इसमें प्रेडिक्टिव मॉडलिंग, न्यूरल नेटवर्क और सांख्यिकीय विश्लेषण के लिए कार्यान्वयन शामिल हैं, साथ ही डिजिटल सिग्नल प्रोसेसिंग, नेटवर्क फ्लो प्रबंधन और वित्तीय मॉडलिंग के लिए टूल भी शामिल हैं। संग्रह रैखिक बीजगणित, ज्यामितीय गणना और बिट हेरफेर जैसी विशेष गणितीय आवश्यकताओं को भी संबोधित करता है, जो अनुसंधान और इंजीनियरिंग अनुप्रयोगों के लिए एक व्यापक आधार प्रदान करता है।
Calculate the most efficient item selection to meet specific capacity constraints while maximizing total value.
This repository is a comprehensive collection of data structures and algorithms implemented in JavaScript, designed primarily as an educational resource for computer science study and technical interview preparation. It provides modular implementations of fundamental programming concepts, allowing developers to explore algorithmic logic and data organization through self-contained, verifiable code examples. The library distinguishes itself by pairing every implementation with formal Big O notation, providing predictable insights into time and space scaling requirements. Each algorithm is stru
Provides implementations for solving complex combinatorial optimization problems like pathfinding and resource allocation.
This project is a curated educational resource and solution repository for algorithmic challenges, specifically focused on LeetCode problems. It serves as a technical reference for common data structures and algorithmic patterns, providing verified code implementations across multiple programming languages alongside detailed logic and complexity analysis. The repository functions as a comprehensive study guide for competitive programming and technical interview preparation. It includes specialized learning tools such as an Anki flashcard dataset for spaced repetition and a browser extension t
Generates valid subsets, permutations, and Cartesian products of sets using recursive traversal.
This repository serves as a comprehensive research platform and toolkit for advancing machine learning, quantum computing, and large-scale scientific data analysis. It provides foundational frameworks for developing complex algorithmic systems, offering the necessary infrastructure for distributed training, computational graph execution, and high-performance model development. The project distinguishes itself by integrating specialized research domains with robust, privacy-preserving methodologies. It supports diverse scientific discovery through tools for quantum simulation, physics-informed
Applies specialized algorithms to address complex combinatorial challenges in research and industrial applications.
This project is an educational repository and collection of algorithms implemented in C++. It provides a structured set of code examples covering mathematics, computer science, and physics for reference and learning. The collection includes implementations of data structures for managing hierarchical and linear data, such as binary search trees and AVL trees. It also features simulations of computer science concepts, including CPU scheduling and the resolution of combinatorial puzzles. The repository further covers cryptographic examples through the implementation of classic encryption and e
Solves combinatorial optimization problems using recursive backtracking and discrete logic.
OR-Tools is a software suite for combinatorial optimization, constraint programming, and mathematical modeling. It provides a framework for defining complex problems involving variables and logical constraints, enabling the systematic search for feasible or optimal solutions. The project features a high-performance core engine written in C++ that utilizes branch and bound search and local search metaheuristics to navigate large solution spaces. A language-agnostic wrapper layer allows these optimization capabilities to be accessed through idiomatic interfaces in multiple high-level programmin
Enables modeling complex tasks as mathematical programs to evaluate combinations of variables for optimal solutions.
This project is a cryptographic mining protocol that establishes a distributed compute network for solving complex mathematical tasks. It functions as a decentralized infrastructure where registered mining nodes participate in proof of work mining to solve network problems in exchange for rewards. The system specializes in quantum-inspired problem solving by mapping tasks into Ising mathematical structures. These problems are processed using a hardware-agnostic computation model, allowing solvers to execute tasks across CPU, GPU, or quantum processing units. The protocol includes tools for m
Translates network tasks into Ising mathematical structures to compute optimal energy states.
This project is a comprehensive reference for algorithms and data structures used to solve complex computational problems in competitive programming. It serves as a technical resource for implementing advanced mathematical programming, computational geometry, and graph theory. The repository provides detailed implementation guides for diversifying algorithmic techniques, including top-down and bottom-up dynamic programming optimization, number theory, and linear algebra. It features specific guides for complex tasks such as constructing planar graphs, solving linear Diophantine equations, and
Provides implementations for solving discrete optimization tasks including knapsack and subset sum problems.
scikit-opt is a Python optimization library and numerical framework designed to solve complex global optimization problems. It provides a suite of metaheuristic algorithms and tools for finding global minima or maxima of objective functions. The library implements a variety of nature-inspired and swarm intelligence algorithms, including Genetic Algorithms, Particle Swarm Optimization, Differential Evolution, Simulated Annealing, and Ant Colony Optimization. It includes specialized solvers for discrete combinatorial challenges, such as the Traveling Salesman Problem. The framework supports th
Provides a framework for solving discrete optimization tasks like the Traveling Salesman Problem.
Memgraph is an in-memory, distributed graph database designed for high-performance labeled property graph management. It utilizes a Cypher query engine for declarative data retrieval and manipulation, providing a scalable knowledge graph backend that integrates vector search and graph traversals. The system distinguishes itself as a real-time graph analytics platform, employing native C++ and CUDA implementations to execute complex network analysis and dynamic community detection on streaming data. It provides specialized support for AI integration, including GraphRAG capabilities, the constr
Computes optimal solutions for bipartite matching, graph coloring, and set cover problems.
This project is a comprehensive repository of fundamental computer science algorithms and data structures designed as a reference for academic study, technical interview preparation, and competitive programming. It provides standardized implementations of core computational strategies, serving as an educational resource for developers to master software engineering fundamentals and algorithmic problem-solving. The collection distinguishes itself through a multi-language approach, offering cross-language solutions for complex tasks ranging from graph traversal and dynamic programming to bitwis
Identifies all unique combinations of numbers that sum to a target value using backtracking.