Standard

Mathematical model of stereo images and terrain reconstruction algorithm based on it. / Zagorskii, M.Yu.; Bogdanov, V.L.; Garmanov, V.V.; Koroleva, V.P.; Ryabov, Yu.V.

в: СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА, Том 12, № 3, 2015, стр. 36-51.

Результаты исследований: Научные публикации в периодических изданиях › статья › Рецензирование

Harvard

Zagorskii, MY, Bogdanov, VL, Garmanov, VV, Koroleva, VP & Ryabov, YV 2015, 'Mathematical model of stereo images and terrain reconstruction algorithm based on it', СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА, Том. 12, № 3, стр. 36-51. <http://www.scopus.com/record/display.uri?eid=2-s2.0-84952033841&origin=resultslist&sort=plf-f&src=s&st1=Garmanov&st2=V.V.&nlo=1&nlr=20&nls=count-f&sid=8FCECBD3F82DDF4917F183F6E6A5784A.fM4vPBipdL1BpirDq5Cw%3a53&sot=anl&sdt=aut&sl=39&s=AU-ID%28%22Garmanov%2c+Vitaly+V.%22+6504673700%29&relpos=0&citeCnt=0&searchTerm=AU-ID%28%5C%26quot%3BGarmanov%2C+Vitaly+V.%5C%26quot%3B+6504673700%29>

APA

Zagorskii, M. Y., Bogdanov, V. L., Garmanov, V. V., Koroleva, V. P., & Ryabov, Y. V. (2015). Mathematical model of stereo images and terrain reconstruction algorithm based on it. СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА, 12(3), 36-51. http://www.scopus.com/record/display.uri?eid=2-s2.0-84952033841&origin=resultslist&sort=plf-f&src=s&st1=Garmanov&st2=V.V.&nlo=1&nlr=20&nls=count-f&sid=8FCECBD3F82DDF4917F183F6E6A5784A.fM4vPBipdL1BpirDq5Cw%3a53&sot=anl&sdt=aut&sl=39&s=AU-ID%28%22Garmanov%2c+Vitaly+V.%22+6504673700%29&relpos=0&citeCnt=0&searchTerm=AU-ID%28%5C%26quot%3BGarmanov%2C+Vitaly+V.%5C%26quot%3B+6504673700%29

Vancouver

Zagorskii MY, Bogdanov VL, Garmanov VV, Koroleva VP, Ryabov YV. Mathematical model of stereo images and terrain reconstruction algorithm based on it. СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА. 2015;12(3):36-51.

Author

Zagorskii, M.Yu. ; Bogdanov, V.L. ; Garmanov, V.V. ; Koroleva, V.P. ; Ryabov, Yu.V. / Mathematical model of stereo images and terrain reconstruction algorithm based on it. в: СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА. 2015 ; Том 12, № 3. стр. 36-51.

BibTeX

@article{69959632585d49d3ad1cbb69432c3846,
title = "Mathematical model of stereo images and terrain reconstruction algorithm based on it",
abstract = "A mathematical model of images that make up a stereo pair is presented. The model links the coordinates of points of images showing some scene (usually terrain) from different angles with the distribution of brightness caused by simultaneous photographic recording of all points of the scene. The paper gives a mathematical relationship of three objects, each being a function of two variables (the distribution function of brightness on the left and right stereo pair images and the distribution function of the relief of the terrain), and states that for any pair of objects selected from these three the third object can be constructed. We propose a piecewise linear approximation of the relief in the basal plane, we show how the task of building the relief in the form of a function of two variables is reduced to a set of tasks of constructing a function of one variable and we explain how to find the parameters of the relief. The above procedure is universal and can be used for restoring a nonlinearly defined funct",
keywords = "Algorithm determining the relief, Automation of stereo measurements, Relief reconstruction, Stereo model",
author = "M.Yu. Zagorskii and V.L. Bogdanov and V.V. Garmanov and V.P. Koroleva and Yu.V. Ryabov",
year = "2015",
language = "многоязычный",
volume = "12",
pages = "36--51",
journal = "СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА",
issn = "2070-7401",
publisher = "Институт космических исследований Российской академии наук",
number = "3",

}

RIS

TY - JOUR

T1 - Mathematical model of stereo images and terrain reconstruction algorithm based on it

AU - Zagorskii, M.Yu.

AU - Bogdanov, V.L.

AU - Garmanov, V.V.

AU - Koroleva, V.P.

AU - Ryabov, Yu.V.

PY - 2015

Y1 - 2015

N2 - A mathematical model of images that make up a stereo pair is presented. The model links the coordinates of points of images showing some scene (usually terrain) from different angles with the distribution of brightness caused by simultaneous photographic recording of all points of the scene. The paper gives a mathematical relationship of three objects, each being a function of two variables (the distribution function of brightness on the left and right stereo pair images and the distribution function of the relief of the terrain), and states that for any pair of objects selected from these three the third object can be constructed. We propose a piecewise linear approximation of the relief in the basal plane, we show how the task of building the relief in the form of a function of two variables is reduced to a set of tasks of constructing a function of one variable and we explain how to find the parameters of the relief. The above procedure is universal and can be used for restoring a nonlinearly defined funct

AB - A mathematical model of images that make up a stereo pair is presented. The model links the coordinates of points of images showing some scene (usually terrain) from different angles with the distribution of brightness caused by simultaneous photographic recording of all points of the scene. The paper gives a mathematical relationship of three objects, each being a function of two variables (the distribution function of brightness on the left and right stereo pair images and the distribution function of the relief of the terrain), and states that for any pair of objects selected from these three the third object can be constructed. We propose a piecewise linear approximation of the relief in the basal plane, we show how the task of building the relief in the form of a function of two variables is reduced to a set of tasks of constructing a function of one variable and we explain how to find the parameters of the relief. The above procedure is universal and can be used for restoring a nonlinearly defined funct

KW - Algorithm determining the relief

KW - Automation of stereo measurements

KW - Relief reconstruction

KW - Stereo model

M3 - статья

VL - 12

SP - 36

EP - 51

JO - СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА

JF - СОВРЕМЕННЫЕ ПРОБЛЕМЫ ДИСТАНЦИОННОГО ЗОНДИРОВАНИЯ ЗЕМЛИ ИЗ КОСМОСА

SN - 2070-7401

IS - 3

ER -

ID: 5823483