METHOD OF ATTRIBUTE OBJECT SIGNATURES' MULTICOMPONENT MODEL SYNTHESIS

Ирина Карловна Васильева, Анатолий Владиславович Попов

Abstract


The subject matter of the article are the processes of forming of objects’ attribute features analytical descriptions for solving applied problems of statistical recognition of objects’ images on multi-channel images. The goal is to develop a multicomponent mathematical model for representing statistical information about the summation of geometric, colour and structural parameters of observational objects. The tasks to be solved are: to formalize the procedure of statistical image segmentation in conditions of incomplete a priori information about objects classes and unknown distribution densities of classification characteristics; to build effective algorithms for detection and linking contour points; to choose a universal mathematical model for describing the geometric shape of both the object and its structural components and to develop a robust method for estimating the model parameters. The methods used are: statistical methods of pattern recognition, methods of probability theory and mathematical statistics, methods of contour analysis, numerical methods for conditional optimization. The following results were obtained. The method of multicomponent model synthesis for describing colour, geometric and structural attributes of object images on multichannel images is proposed. In the model terms, the object is represented by a hierarchical set of nested contours, for the selection of which information about the colour characteristics of statistically homogeneous regions of the image is used. Methods for detecting and linking contour points have been developed, which make it possible to obtain the coordinates of the boundaries circular sweep for both convex and concave geometric objects. As a universal basis for describing the model components, the Johnson SB distribution is adopted, which allows us to describe practically any unimodal and wide class of bimodal distributions. A method for Johnson distribution parameters’ estimation from sample data, based on the method of moments and using optimization procedures for a non-linear objective function with constraints is given. Conclusions. The scientific novelty of the results obtained is as follows: the methods for describing the objects’ images in the form of a combination of several bright-geometric elements and structural connections between them have been further developed, which makes it possible to comprehensively take into account the attribute features of objects in the procedures for analyzing and interpreting images, automatically detecting and locating objects with specified characteristics

Keywords


probabilistic filter; colour model; contour point detection; area texture; distance criterion; Johnson distribution

References


Sonka, M., Hlavac, V., Boyle, R. Image Processing, Analysis, and Machine Vision. CL Engineering, 2014. 920 p.

Bishop, Ch. M. Pattern Recognition and Machine Learning. Springer, 2010. 738 p.

Zheng, N., Xue, J. Statistical Learning and Pattern Analysis for Image and Video Processing. Springer, 2009. 365 p.

Nixon, M. Feature Extraction and Image Processing for Computer Vision. Academic Press, 2012. 632 p.

Rosenfeld, A. Digital Picture Processing. Elsevier, 2014. 349 p.

Sandeep, V. M. Level sets for real-world object segmentation. Proc. Internat. Conf. on Signal and Information Processing (IConSIP), Vishnupuri, India, 6-8 Oct. 2016, pp. 260 – 265.

Gao, G., Wen, Ch., Wang, H., Xu, L. Fast Multiregion Image Segmentation Using Statistical Active Contours. IEEE Signal Processing Letters, 2017, vol. 24, iss. 4, pp. 417 – 421. doi: 10.1109/LSP.2017. 2664659.

Popov, A. V., Pogrebnyak, O. Radar target recognition by probabilistic filtering. Earth Observing Systems IX, Proc. SPIE, 2004, vol. 5542, pp. 459 – 467. doi: 10.1117/12.558627.

Popov, A. V. Metod prinyatiya reshenii pri raspoznavanii ob"ektov v usloviyakh sushchestvennoi apriornoi neopredelennosti [A Decision-Making Method at Recognizing Objects in Conditions of Essential Prior Uncertainty]. Radioelektronni i komp’juterni systemy – Radioelectronic and computer systems, 2015, no. 3, pp. 53 – 60. (In Russian).

Khan, G., Shapiro, S. Statisticheskie modeli v inzhenernykh zadachakh [Statistical models in engine-ering problems]. Moscow, Mir Publ., 1969. 369 p.

Bendat, J. S., Piersol, A. G. Random Data: Analysis and Measurement Procedures. John Wiley & Sons, 2011. 640 p.

Shup, T. Reshenie inzhenernykh zadach na EVM: prakticheskoe rukovodstvo [Solution of engineering tasks on a computer: a practical guide]. Moscow, Mir Publ., 1982. 238 p.

Babakov, M. F. Ob odnom sposobe approksimatsii raspredeleniy mnogomernykh polyarimetricheskikh kharakteristik [About one method of multidimensional polarimetric characteristics distributions approximation]. Trudy KhAI «Avtomatizirovannye sistemy upravleniya» [Proc. of the KhAI “Automated control systems”], 1981, no. 3, pp. 166–167. (In Russian).

Vasil'eva, I. K., Popov, A. V. Vydelenie vneshnikh konturov ob"ektov raspoznavaniya na mnogokanal'nykh izobrazheniyakh [Selection of recognition objects’ external contours on multi-channel images]. Radioelektronni i komp’juterni systemy – Radioelectronic and computer systems, 2017, no. 2 (82), pp. 17 – 23. (In Russian).




DOI: https://doi.org/10.32620/reks.2018.2.02

Refbacks

  • There are currently no refbacks.