Small-C is a programming language that is a subset of the C programming language, aimed at being simple, compact, and easy to implement. It was designed in the early 1980s primarily for microcontrollers and small systems with limited memory and processing power.
The Journal of Graph Algorithms and Applications (JGAA) is a scholarly publication that focuses on research in the field of graph algorithms and their applications. It covers a wide range of topics related to graph theory, algorithm design, and computational applications involving graphs. The journal publishes original research articles, surveys, and other contributions that explore theoretical aspects of graph algorithms as well as practical implementations and applications in various domains, such as computer science, operations research, and network theory.
The Knight's Tour is a classic problem in chess and combinatorial mathematics that involves moving a knight piece around a chessboard. The goal of the Knight's Tour is to move the knight to every square on the board exactly once. A knight moves in an L-shape: two squares in one direction and then one square perpendicular, or one square in one direction and then two squares perpendicular. This unique movement gives the knight its characteristic capabilities.
The Parallel Single-Source Shortest Path (SSSP) algorithm is a method designed to find the shortest paths from a single source vertex to all other vertices in a graph, utilizing parallel computation techniques. This approach is particularly useful for dealing with large graphs, where traditional sequential algorithms may be too slow. ### Key Concepts 1. **Graph Representation**: The graph can be represented in various ways, such as adjacency lists or adjacency matrices, depending on the structure and the chosen algorithm.
Gary Chartrand is a mathematician known for his work in graph theory and combinatorics. He has contributed to various areas within these fields, including the study of domination in graphs, which deals with how vertices can dominate or control other vertices in a graph. Chartrand has published numerous papers and collaborated with other researchers, and he is also noted for his involvement in mathematical education.
Jin Akiyama is a Japanese title that refers to a character in the popular video game series "Yakuza" (known as "Ryū ga Gotoku" in Japan). Jin Akiyama is a key figure in "Yakuza 4," where he is introduced as one of the playable characters. He is known for his unique backstory as a loan shark and his character development throughout the game.
Jo Ellis-Monaghan is a mathematician known for her work in the areas of topology and graph theory. She has made significant contributions to the field, particularly in the study of polynomial invariants of knots and links, as well as in the teaching and promotion of mathematics. In addition to her research, Ellis-Monaghan is noted for her involvement in outreach and education, aiming to inspire and engage the next generation of mathematicians.
Dmitri Anosov is a prominent Russian mathematician known for his contributions to dynamical systems and differential topology. He is particularly recognized for his work in the theory of dynamical systems, especially in the study of hyperbolic systems and the development of Anosov diffeomorphisms. These diffeomorphisms exhibit chaotic behavior and serve as important examples in the field of ergodic theory.
Theta* is an algorithm used for pathfinding in graph-based environments, particularly for navigation in robotics and computer games. It is an extension of the A* algorithm that aims to improve the efficiency and effectiveness of finding the shortest path around obstacles. ### Key Features of Theta*: 1. **Path Smoothing**: Unlike traditional A*, which finds a path composed of discrete waypoints, Theta* generates a smoother path by considering straight-line paths between waypoints.
"The Sweetest Taboo" is an album by the British band Sade, released in 1985. It is the second studio album by the group, following their debut album "Diamond Life." The album includes popular tracks such as "The Sweetest Taboo" and "Is It a Crime," showcasing Sade's signature smooth jazz and soul sound, characterized by her distinctive vocals and the band's lush instrumentation.
"The Swing Sessions" typically refers to music recordings or concerts that focus on swing music, a jazz genre popular from the 1930s to the 1940s.
"Thing of the Past" is often used as an idiomatic expression to describe something that was once common or relevant but is no longer in use or relevant today. It can refer to outdated technologies, practices, ideas, or trends that have been replaced or forgotten over time. Additionally, "Thing of the Past" is the title of various songs, books, and other creative works.
"This Dream of You" is a phrase that can refer to various forms of artistic expression, including literature, music, or poetry, often involving themes of longing, love, and introspection. There is also a notable album titled "This Dream of You" by jazz pianist and composer Bill Evans, which features a collection of his works.
"Timeless: The Classics Vol. 2" is a compilation album that features a collection of classic songs, likely spanning various genres and eras. It's the second volume in a series that aims to celebrate and highlight iconic tracks from music history. Such compilations often include remastered versions of popular hits, and they may feature well-known artists or bands.
"Whites Off Earth Now!!" is a controversial book written by activist and author Tony Brown, which discusses themes of race and society. The title itself suggests a provocative stance on race dynamics and the concept of white identity in a global context. The work has garnered attention for its bold assertions and opinions about racial issues, often sparking debate regarding its implications and the perspectives it presents.
Transitive closure is a concept from graph theory, specifically related to directed graphs (digraphs) or relations. Essentially, the transitive closure of a directed graph is a new graph that contains the same vertices as the original graph, with additional edges that represent the transitive relations between those vertices.
The Traveling Salesman Problem (TSP) is a classic optimization problem in combinatorial optimization and operations research. It can be described as follows: A salesman needs to visit a set of cities exactly once and then return to the original city. The objective is to find the shortest possible route that allows the salesman to visit each city once and return to the starting point. The problem is typically represented as a graph, where cities are nodes and edges represent the distances (or costs) between them.
Tree traversal is the process of visiting each node in a tree data structure in a specific order. It is a fundamental operation used in various tree algorithms, including searching, sorting, and data processing. There are several methods to perform tree traversal, each with its own order of visiting nodes.
The Widest Path Problem is a problem in graph theory that involves finding a path between two vertices in a weighted graph such that the minimum weight (or capacity) of the edges along the path is maximized. In other words, instead of minimizing the cost or distance as in traditional shortest path problems, the goal is to maximize the "widest" or largest bottleneck along the path between two nodes.