Solving Algebraic Computational Problems in Geodesy and Geoinformatics

Solving Algebraic Computational Problems in Geodesy and Geoinformatics

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The book presents modern and efficient methods for solving Geodetic and Geoinformatics algebraic problems using computer algebra techniques of Ring, polynomials, Groebner basis, resultants, Gauss-Jacobi combinatorial and Procrustes algorithms. Although these problems are traditionally solved by approximate methods, this book presents alternative algebraic techniques based on computer algebra tools. This new approach meets such modern challenges as resection by laser techniques, solution of orientation in robotics, transformation and bundle block adjustment in geoinformatics, densification of engineering networks, analytical solution for GPS-meteorology and many other problems. For mathematicians the book provides some practical examples of abstract algebra application and multidimensional scaling.The Answers To Modern Challenges Joseph L. Awange, Erik W. Grafarend ... 3.3 Factoring Polynomials In-order to understand the factorization of polynomials, it is essential to revisit some of the properties of prime numbers of integers. This isanbsp;...


Title:Solving Algebraic Computational Problems in Geodesy and Geoinformatics
Author:Joseph L. Awange, Erik W. Grafarend
Publisher:Springer Science & Business Media - 2005-01-01
ISBN-13:

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