COMPENSATION OF A TRILATERATION NETWORK AND VERIFICATION OF ERRORS RANDOMNESS

Published in Journal of Young Scientist, Vol.I
Written by Andreea STOICA

This paper presents a method of determining the coordinates of new points based on the measured distances (trilateration) using the indirect measurement method. This method is treated theoretically and numerically using Gauss-Markov method, the matrix treating. Another contribution consists of the Young Test to verify the random errors.

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Stoica A. 2013, COMPENSATION OF A TRILATERATION NETWORK AND VERIFICATION OF ERRORS RANDOMNESS. Journal of Young Scientist, Vol.I, ISSN 2344 - 1283, 281-286.


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