Least-squares estimation methods are perhaps the most widely used tool in all fields of geodetic research. Nevertheless, their prevailing use is not often complemented by a widespread objective view of their rudiments. Within the standard formalism of the least-squares estimation theory there are actually several paradoxical and curious issues which are seldom explicitly formulated. The aim of this expository paper is to present some of these issues and to discuss their implications for geodetic data analysis and parameter estimation problems. « De tous les principes qu’on peut proposer pour cet objet, je pense qu’il n’en est pas de plus general, de plus exact, ni d’une application plus facile que celui qui consiste à rendre minimum la somm...
The prediction of spatially and/or temporal varying variates based on observations of these variates...
In presence of gross errors (blunders) in the observations, we derive the distributions of some stat...
In geodesy as well as in geophysics there are a number of examples where the unknown parameters are ...
Doktorska teza je posvećena primeni tehnike potpune metode najmanjeg kvadrata...A doctoral thesis de...
In geodetic practice, we often encounter the fact that at the points of the geodetic network we need...
In geodesy and metrology several coordinate representations are known. The most important representa...
The application of robust estimation to geodetic networks is analysed versus the classical least-squ...
In geodesy,classical least squares (LS) estimation methods rely heavily on assumptions which are oft...
In the classical geodetic data processing, a non- linear problem always can be converted to a linear...
Laplace's 『Theorie analitique des probabilites』 is the great monumental work in science. His many re...
It is suggested the method and formulas for estimating the influence of the accuracy of parametric e...
The present paper is devoted to the use of the simplex method in the processing of results from geod...
The propagation of unmodelled systematic errors into coordinate time series computed using least squ...
Abstract:Through theoretical derivation, some properties of the total least squares estimation are f...
Supposing normally distributed random measurement errors, in geodesy a least-squares adjustment is u...
The prediction of spatially and/or temporal varying variates based on observations of these variates...
In presence of gross errors (blunders) in the observations, we derive the distributions of some stat...
In geodesy as well as in geophysics there are a number of examples where the unknown parameters are ...
Doktorska teza je posvećena primeni tehnike potpune metode najmanjeg kvadrata...A doctoral thesis de...
In geodetic practice, we often encounter the fact that at the points of the geodetic network we need...
In geodesy and metrology several coordinate representations are known. The most important representa...
The application of robust estimation to geodetic networks is analysed versus the classical least-squ...
In geodesy,classical least squares (LS) estimation methods rely heavily on assumptions which are oft...
In the classical geodetic data processing, a non- linear problem always can be converted to a linear...
Laplace's 『Theorie analitique des probabilites』 is the great monumental work in science. His many re...
It is suggested the method and formulas for estimating the influence of the accuracy of parametric e...
The present paper is devoted to the use of the simplex method in the processing of results from geod...
The propagation of unmodelled systematic errors into coordinate time series computed using least squ...
Abstract:Through theoretical derivation, some properties of the total least squares estimation are f...
Supposing normally distributed random measurement errors, in geodesy a least-squares adjustment is u...
The prediction of spatially and/or temporal varying variates based on observations of these variates...
In presence of gross errors (blunders) in the observations, we derive the distributions of some stat...
In geodesy as well as in geophysics there are a number of examples where the unknown parameters are ...