Heterogeneity Measure Based Segmentation performance Evaluation for Remote Sensing Image

  • jianting Zhang jianting Zhang
Keywords: Remote sensing image, segmentation evaluation, scale, Moran index, Geary Index

Abstract

In order to evaluate segmentation quality of high resolution remote sensing image, an un-supervised
segmentatio N Evaluation method based on heterogeneity measure was proposed. Firstly, global variance and
Weighted Moran index were introduced to express the Intro-object and Inter-object Heterogenei Ty. Then The two
heterogeneity measure were normalized and summed to evaluate the whole of performance. Secondly, to evaluate
the local quality of image objects, a heterogeneity measure based on object variance and local Gear Y index was
presented. Finally, an experiment is carried out on a remote sensing which was segmented by Multi-esolution
segmentation method. and heterogeneity measure proposed in this paper is used to evaluate the segmentation
result. It shows that the heterogeneity measure can effectively evaluate the different scale segmentation results and
meanwhile C An identify regions which are over-segmented or under-segmented.

References

Blaschke T, HAY G J, KELLY M, et al geographic object-based Image analysis-towards a New Paradigm [J]. Is-prs

Journal of Photogrammetry and Remote Sensing, 2014, 87:180491. 2. all -in-ice, Wang Jiting , Wang Chunlai. . Is based on airborne LiDAR roughness exponent and back wave Strength

Road Extraction [J]. Journal of Surveying and Mapping science and

technology , 2013 , ( 1): 63-67.Show [J]. Journal of Surveying and Mapping science and technology , 2013,30 (4):

-348. 3. Evensen G. Sequential Data assimilation with a nonlinear quasi-geostrophic Model Using Monte Carlo Methods to

Fo Recast Error Statistics [J]. Journal of Geophysical research:o-Ceans (1978-2012),1994 , C5:1014340162. 4. VAN loonm, Builtjes pjh, Segers A J. Data assimilation of Ozone in the atmospheric transport Model LO TOS

[J]. Environmental modelling & Software, 2000,15(6) : 603-609. 5. CROW W T, WOOD E F. The assimilation of remotely

sensed Soil brightness temperature imagery into a land Surface Model Using ensemble Kalman filtering:a case

Study On ESTAR measurements During SGP97 [J]. Advances in Water, 2003, 26 (2): 137-449. 6. HAMILL TM , SNYDER C. A Hybrid Ensemble Kalman filter-3d variational analysis Scheme [J]. Monthly

Weather Review, 2000,128 (8): 2905-2919. 7. HANSEN J A , SMITH L. Probabilistic noise reduction [J]. Tellusa, 2001,53 (5): 585-598. 8. Ma Jianwen , Qin Sixian , Wang Haoyu , , and so on . Data Assimilation Algorithm development and

experiment ( With Algorithmic program [ M] Beijing : Science Press, 2013:1346. 9. Shi Chunchang , Xie Zhenghui , Jinhui , , and so on . China regional soil based on satellite remote sensing data soil

humidity enkf data Assimilation [J]. China Science :Earth Sciences ,1 (3): 375-385. 10. Han Pei , Shu Hong , Xu Jianhui . ENKF assimilation background error covariance matrix Bureau Ground

comparison [J] Earth Science Progress , 2014,29 : 11751185. 11. Whitaker J S , HAMILL T ensemble Data assimilation without perturbed observations [J]. Monthly Weather

Review, 2002, 7:19134924.[A] Sakov P , OKE P R. A deterministic formulation of the ensemble Kalman Filter:an

alternative to ensemble Square Root

JOHNSON B,XIE Z. Unsupervised Image Segmentation Evaluation and refinement Using a multi-scale approach

[J]. Is-prs Journal of Photogrammetry and Remote Sensing, (4): 473-483. 13. Paglieroni D. Design Considerations for Image segmentation Quality Assessment Measures [J]. Pattern

Recognition, 7 (8): 16074617. 14. LANG S. object-based Image Analysis for Remote sensing applications:modeling reality-dealing with

complexity [M]. Springer, 2008:3-27. 15. ZHANG L , JIA K, LI X, et al. multi-scale segmentation approach for object-based Land-cover Using

classification Solution imagery [J]. Remote Sensing Letters, 2014,5 (1): 73-82. 16. DR GUL, Csillik O, Eisank C, et al. automated parame-terisation for Multi-scale Image segmentation on

MULTIPL E lay-FILTERSJ] Tellusa, 2008, 0 (2): 361-371. 17. BISHOP C H , Etherton B J , Majumdar S J. Adaptive sampling with the ensemble Transform Kalman Filter. Part

i:theoretical Aspects [J]. Monthly Weather Review, 2001,129 (3): 420-436. 18. Liyuan , Li Yunmei , Wangqiao , , and so on . Taihu Lake chlorophyll based on set RMS

filtering An concentration estimate and forecast [J]. Environmental Science , 2013 , 4 (1): 61-38.

| Remote Sensing

XU J , SHU H. Assimilating modis-based Albedo and Snow Cover into the fraction land Model to Common

improve Simulation with Direct insertion and deterministic ensemble Kalman Filter Methods [J]. Journal of

Geophysical Research:atmospheres, 2014,119:10684-10701. 20. Pendulum Yulong , high sea sand , Chai Bulong , , and so on . Is based on the Lorenz46 The order of the

model Assimilation method comparison study [J]. Remote sensing technology and Applications , 2013,2:276-282. 21. EPSTEIN E S. Stochastic Dynamic Prediction1 [J]. Tellus, 1969,21 (6): 739-759. 22. BURGERS G , is a Leeuwen P, Evensen G. Analysis Scheme in the ensemble Kalman Filter [J]. Monthly Weather

Review,1998, num (6): 17194724. 23. Chai Bulong. . Error Research in variational data assimilation methods [D]. Lanzhou : Northwest Normal

University 2013:35-36. 24. HELTON J C , JOHNSON J D , sallaberry C J , et al. Survey of sampling-based Methods for uncertainty and

sensitivity analysis [J]. Reliability Engineering & System Safety, 2006, 1:11754209. 25. DECKER K M. The Monte Carlo method in Science and engineering:theory and application [J]. Computer

Methods in Applied Mechanicsand Engineering,1991, 89 (1) : 463-483. 26. Huang Chunlin, Li Xin heze. sensitivity test of soil moisture assimilation system [J]. Water Science

Progress ,2006 , 4:457465. Editor Chen Shiqingers [J]. Isprs Journal of Photogrammetry and Remote sensing, 2014,88:119-127. 27. Espindola G, C MARA G, REIS I, et al Parameter Selection for region-growing Image segmentation algorithms G

Spatial autocorrelation [J]. International Journal of Remote Sensing, 2006,: 3035-3040. 28. CORCORAN P , Winstanley A , MOONEY P. Segmentation performance evaluation for object-based remotely

The Image analysis [J]. International Journal of Remote Sensing, 2010,31 (3): 617-645. 29. Chen Yanguang. . Is based on the Moran spatial autocorrelation theory development and methods for

statistics improve [J]. Geography Research , 2009 , 8 (6): 14494463. 30. BENZ U C , HOFMANN P , willhauck G , et al. multi-resolution , object-oriented Fuzzy Analysis of the Remote

Sensing Data for gis-r.eady information [J]. Isprs Journal of Photogrammetry and Remote Sensing, 2004,58 (3/4):

-258.

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