Results 251 to 260 of about 123,790 (304)

Coordinate transformations, symmetries, and GHT

Proceedings of 3rd IEEE International Conference on Image Processing, 2002
A conjugate harmonic function pair is a suitable curvi-linear coordinate pair with which image iso-gray curves can be described. In this representation, images or parts of images which are symmetric with respect to such a function pair, have iso-gray curves which are lines or parallel line patterns. Detecting these lines, or generalized linear symmetry
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Symbolic Representation of Coordinate Transformations

IEEE Transactions on Aerospace and Navigational Electronics, 1964
An analytical technique using a symbolic representation of the coordinate transformation for a rotation of axes is presented. The representation has the advantages of a signal flow diagram and yet retains the properties of a transformation matrix. A sign convention and the characteristics of the symbolic representation are defined.
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The painlevé property and coordinate transformations

Periodica Mathematica Hungarica, 1991
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Analog Computers for Coordinate Transformation

Review of Scientific Instruments, 1952
Problems in multicomponent analysis frequently require repetitive solutions of a set of simultaneous equations in which the coefficient terms do not change. In these cases it is advantageous to obtain a general solution from which the specific solutions may be obtained readily with simple instruments. An instrument is described which will solve a three-
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Robust Solution for Coordinate Transformation Based on Coordinate Component Weighting

Journal of Surveying Engineering, - ASCE, 2023
Zhonghe Liu
exaly  

Direct 3D coordinate transformation based on the affine invariance of barycentric coordinates

Journal of Spatial Science, 2021
Hefeng Liu
exaly  

Coordinate transformation with variable number of parameters

Survey Review, 2020
Gilad Even-Tzur
exaly  

COORDINATE TRANSFORMATIONS

2021
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Coordinate Transformations

1971
Peter W. Likins, Robert E. Roberson, Jens Wittenburg   +2 more
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A New Way for Cartesian Coordinate Transformation and Its Precision Evaluation

Remote Sensing, 2022
Ronghua Yang, Kegen Yu, Yu Kegen
exaly