About: Chromosome (genetic algorithm) is a research topic. Over the lifetime, 4432 publications have been published within this topic receiving 80341 citations.
TL;DR: The genetic map is a tool to quantify the distance between genes on a chromosome, based on the observed frequency of crossovers during cell division, which is used to estimate the total distance between chromosomes.
Abstract: The genetic map is a tool to quantify the distance between genes on a chromosome, based on the observed frequency of crossovers during cell division.
TL;DR: The catalogue should prove useful for any clinician treating patients with autosomal chromosome aberrations as well as for physicians and biologists working in cytogenic laboratories and human genetic institutes.
Abstract: This text presents a comprehensive and updated catalogue of the already large, and rapidly growing number of chromosome aberrations in man. The consistent structure of the text and references provide for rapid orientation. The catalogue should prove useful for any clinician treating patients with autosomal chromosome aberrations as well as for physicians and biologists working in cytogenic laboratories and human genetic institutes.
TL;DR: This paper presents crossover and mutation operators, developed to tackle the Travelling Salesman Problem with Genetic Algorithms with different representations such as: binary representation, path representation, adjacency representation, ordinal representation and matrix representation.
Abstract: This paper is the result of a literature study carried out by the authors. It is a review of the different attempts made to solve the Travelling Salesman Problem with Genetic Algorithms. We present crossover and mutation operators, developed to tackle the Travelling Salesman Problem with Genetic Algorithms with different representations such as: binary representation, path representation, adjacency representation, ordinal representation and matrix representation. Likewise, we show the experimental results obtained with different standard examples using combination of crossover and mutation operators in relation with path representation.
TL;DR: The results show that GQA is superior to other genetic algorithms using penalty functions, repair methods and decoders and can represent a linear superposition of solutions due to its probabilistic representation.
Abstract: This paper proposes a novel evolutionary computing method called a genetic quantum algorithm (GQA). GQA is based on the concept and principles of quantum computing such as qubits and superposition of states. Instead of binary, numeric, or symbolic representation, by adopting qubit chromosome as a representation GQA can represent a linear superposition of solutions due to its probabilistic representation. As genetic operators, quantum gates are employed for the search of the best solution. Rapid convergence and good global search capability characterize the performance of GQA. The effectiveness and the applicability of GQA are demonstrated by experimental results on the knapsack problem, which is a well-known combinatorial optimization problem. The results show that GQA is superior to other genetic algorithms using penalty functions, repair methods and decoders.