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Shahram Latifi

Researcher at University of Nevada, Las Vegas

Publications -  181
Citations -  3025

Shahram Latifi is an academic researcher from University of Nevada, Las Vegas. The author has contributed to research in topics: Star (graph theory) & Hypercube. The author has an hindex of 24, co-authored 179 publications receiving 2785 citations. Previous affiliations of Shahram Latifi include University of Nevada, Reno.

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Journal ArticleDOI

Lossless Compression of Humidity and Precipitation Data

TL;DR: The main goal of this paper is to develop the best compression methods for climate data by using data compression, significant reduction in the bits to encode the climate data can be accomplished without loss of any important information.
Proceedings ArticleDOI

Preemptive job scheduling in star graph networks

TL;DR: A feasibility algorithm for preemptively scheduling a given set of jobs with dimension and time requirements on a star graph network of given size with a given deadline runs in /spl Oscr/(n log n) time when n is the number of jobs.
Proceedings Article

Optimal Subcube Embeddability in Hypercubes with Additional Dimension.

TL;DR: In this paper, a set of new dimensions characterized by the Hamming distance between the pairs of nodes it connects is introduced using a measure defined as the magnitude of a dimension, and an enumeration of subcubes of various sizes is presented for a dimension parameterized by its magnitude.

Fazlalıktan Yararlanarak Kayıplı Metin Sıkıştırma Gerçekleştirimi

TL;DR: This work uses three recent techniques to achieve character-oriented lossy text compression: Letter Mapping (LM), Dropped Vowels (DV), and Replacement of Characters (RC) and uses them as a front end anticipating to improve compression performance of conventional compression algorithms.
Journal ArticleDOI

A combinatorial study of substar reliability of the star network

TL;DR: An identification algorithm is presented to find an available (n − 1)-star in an n-star containing a set of faulty links, using a combinatorial approach.