Hasil Pencarian  ::  Simpan CSV :: Kembali

"The text covers important algorithm design techniques, such as greedy algorithms, dynamic programming, and divide-and-conquer, and gives applications to contemporary problems. Techniques including Fast Fourier transform, KMP algorithm for string matching, CYK algorithm for context free parsing and gradient descent for convex function minimization are discussed in detail. The book's emphasis is on computational models and their effect on algorithm design. It gives insights into algorithm design techniques in parallel, streaming and memory hierarchy computational models. The book also emphasizes the role of randomization in algorithm design, and gives numerous applications ranging from data-structures such as skip-lists to dimensionality reduction methods."

"Seiring dengan meningkatnya jumlah permintaan terhadap produk dan persaingan bisnis yang tinggi, peranan jaringan distribusi produk sangat berpengaruh dalam menjaga eksistensi usaha. Untuk menjamin kelancaran distribusi, maka perlu ditentukan jumlah dan lokasi titik distribusi (distribution points) yang optimal. Semakin banyak jumlah distribution points, akan lebih memberikan kepastian terpenuhinya demand di wilayah tersebut, akan tetapi juga akan membutuhkan biaya yang lebih besar. Demikian sebaliknya. Oleh karena itu diperlukan suatu studi untuk menentukan jumlah dan lokasi yang optimal dari distribution points agar perusahaan dapat meminimumkan biaya distribusi produknya. Metode yang digunakan adalah Algoritma Tabu Search dengan pendekatan centre of gravity.

---

Along with the increasing number of requests for product and the high competition of business nowadays, the role of distribution network is very important in maintaining the existence of the business. To ensure the distribution will be going smoothly, it is necessary to determine the number and location of distribution points. The more distribution points we have, the more demand will be covered in the region, but also will require a greater cost. This also happens to the case of fewer distribution points. Therefore we need a study to determine the optimal number and location of distribution points so that companies can minimize the distribution cost of its products. The method is Tabu Search Algorithm with the center of gravity approach."

"This book is the first to pay special attention to the combined issues of speed and numerical reliability in algorithm development. These two requirements have often been regarded as competitive, so much so that the design of fast and numerically reliable algorithms for large-scale structured systems of linear equations, in many cases, remains a significant open issue. Fast Reliable Algorithms for Matrices with Structure helps bridge this gap by providing the reader with recent contributions written by leading experts in the field.The authors deal with both the theory and the practice of fast numerical algorithms for large-scale structured linear systems. Each chapter covers in detail different aspects of the most recent trends in the theory of fast algorithms, with emphasis on implementation and application issues. Both direct and iterative methods are covered.This book is not merely a collection of articles. The editors have gone to considerable lengths to blend the individual papers into a consistent presentation. Each chapter exposes the reader to some of the most recent research while providing enough background material to put the work into proper context."

"Contains 130 papers, which were selected based on originality, technical contribution, and relevance. Although the papers were not formally refereed, every attempt was made to verify the main claims. It is expected that most will appear in more complete form in scientific journals."

"The papers in this volume were presented at the Twenty-First Annual ACM-SIAM Symposium on Discrete Algorithms, held January 17-19, 2010, in Austin, TX. The Symposium was jointly sponsored by the SIAM Activity Group on Discrete Mathematics and by SIGACT, the ACM Special Interest Group on Algorithms and Computation Theory."