A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery

Considering the multiscale characteristics of the human visual system and any natural scene, the spatial autocorrelation of remotely sensed imagery, and the multilevel spatial structure of ground targets in remote sensing images, an information-measurement approach based on a single-level geometrica...

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Main Authors: Shimin Fang, Xiaoguang Zhou, Jing Zhang
Format: Article
Language:English
Published: MDPI AG 2019-10-01
Series:ISPRS International Journal of Geo-Information
Subjects:
Online Access:https://www.mdpi.com/2220-9964/8/10/464
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author Shimin Fang
Xiaoguang Zhou
Jing Zhang
author_facet Shimin Fang
Xiaoguang Zhou
Jing Zhang
author_sort Shimin Fang
collection DOAJ
description Considering the multiscale characteristics of the human visual system and any natural scene, the spatial autocorrelation of remotely sensed imagery, and the multilevel spatial structure of ground targets in remote sensing images, an information-measurement approach based on a single-level geometrical mapping model can only reflect partial feature information at a single level (e.g., global statistical information and local spatial distribution information). The single mapping model cannot validly characterize the information of the multilevel and multiscale features of the spatial structures inherent in remotely sensed images. Additionally, the validity, practicability, and application range of the results of single-level mapping models are greatly limited in practical applications. In this paper, we present the multilevel geometrical mapping entropy (MGME) model to evaluate the information content of related attribute characteristics contained in remotely sensed images. Subsequently, experimental images with different types of objects, including reservoir area, farmland, water area (i.e., water and trees), and mountain area, were used to validate the performance of the proposed method. Experimental results show that the proposed method can not only reflect the difference in the information of images in terms of spectrum features, spatial structural features, and visual perception but also eliminates the inadequacy of a single-level mapping model. That is, the multilevel mapping strategy is feasible and valid. Additionally, the vector set of the MGME method and its standard deviation (Std) value can be used to further explore and study the spatial dependence of ground scenes and the difference in the spatial structural characteristics of different objects.
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spelling doaj.art-452b7429d8e14d4a935bc91274e5ce792022-12-22T02:00:04ZengMDPI AGISPRS International Journal of Geo-Information2220-99642019-10-0181046410.3390/ijgi8100464ijgi8100464A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed ImageryShimin Fang0Xiaoguang Zhou1Jing Zhang2Department of Geo-Informatics, Central South University, Changsha 410083, ChinaDepartment of Geo-Informatics, Central South University, Changsha 410083, ChinaInstitute of Surveying and Mapping, Information Engineering University, Zhengzhou 450001, ChinaConsidering the multiscale characteristics of the human visual system and any natural scene, the spatial autocorrelation of remotely sensed imagery, and the multilevel spatial structure of ground targets in remote sensing images, an information-measurement approach based on a single-level geometrical mapping model can only reflect partial feature information at a single level (e.g., global statistical information and local spatial distribution information). The single mapping model cannot validly characterize the information of the multilevel and multiscale features of the spatial structures inherent in remotely sensed images. Additionally, the validity, practicability, and application range of the results of single-level mapping models are greatly limited in practical applications. In this paper, we present the multilevel geometrical mapping entropy (MGME) model to evaluate the information content of related attribute characteristics contained in remotely sensed images. Subsequently, experimental images with different types of objects, including reservoir area, farmland, water area (i.e., water and trees), and mountain area, were used to validate the performance of the proposed method. Experimental results show that the proposed method can not only reflect the difference in the information of images in terms of spectrum features, spatial structural features, and visual perception but also eliminates the inadequacy of a single-level mapping model. That is, the multilevel mapping strategy is feasible and valid. Additionally, the vector set of the MGME method and its standard deviation (Std) value can be used to further explore and study the spatial dependence of ground scenes and the difference in the spatial structural characteristics of different objects.https://www.mdpi.com/2220-9964/8/10/464remotely sensed imageryentropyspatial dependencespatial structuremultilevel geometrical mapping entropy (mgme)standard deviation (std)
spellingShingle Shimin Fang
Xiaoguang Zhou
Jing Zhang
A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
ISPRS International Journal of Geo-Information
remotely sensed imagery
entropy
spatial dependence
spatial structure
multilevel geometrical mapping entropy (mgme)
standard deviation (std)
title A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
title_full A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
title_fullStr A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
title_full_unstemmed A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
title_short A Multilevel Mapping Strategy to Calculate the Information Content of Remotely Sensed Imagery
title_sort multilevel mapping strategy to calculate the information content of remotely sensed imagery
topic remotely sensed imagery
entropy
spatial dependence
spatial structure
multilevel geometrical mapping entropy (mgme)
standard deviation (std)
url https://www.mdpi.com/2220-9964/8/10/464
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