New methods for reducing size graphs

References

• Ferri , M. , Lombardini , S. and Pallotti , C. 1994 . “ Leukocyte classification by size functions ” . In Proceedings of the second IEEE Workshop on Applications of Computer Vision , 223 – 229 . Los Alamitos, CA : IEEE Computer Society Press .
   Google Scholar
• Frosini , P. 1990 . A distance for similarity classes of submanifolds of a Euclidean space . Bull Austral, Math, Soc , 42 ( 3 ) : 407 – 416 .
   Web of Science ®Google Scholar
• Frosini , P. 1992 . Discrete computation of size functions . J. Combin, Inform. System ScL , 17 ( 3-4 ) : 232 – 250 .
   Google Scholar
• Frosini , P. 1996 . Connections between size functions and critical points . Math. Meth. Appl Sci , 19 ( 3-4 ) : 555 – 569 .
   Google Scholar
• Frosini , P. 1991 . “ Measuring shapes by size functions ” . In Proc. of SPIE, Intelligent Robots and Computer Vision X: Algorithms and Techniques Vol. 1607 , 122 – 133 . Boston, MA
   Google Scholar
• Frosini , P. and Landi , C. 1997 . Size functions and morphological transformations . Acta AppL Math , 49 ( 1 ) : 85 – 104 .
   Web of Science ®Google Scholar
• Frosini , P. Size Theory as a Topological Tool for Computer Vision . From Segmentation to Interpretation and Back: Mathematical methods in Computer Vision . Edited by: Moon , T. and Pauwels , E. to appear
   Google Scholar
• Harary , F. 1969 . Graph Theory , Addison-Wesley .
   Google Scholar
• Landi , C. and Frosini , P. 1996 . “ Connections between size functions and morphological transformations ” . In Proc. SPIE , Vol. 2785 , Vision Systems: New Image Processing Techniques . Vision System: New image processing ,Techniques, PhilippeRefregier
   Google Scholar
• Uras , C. and Verri , A. 1994 . “ Studying shape through size functions, Shape in Picture ” . In NATO ASI Series , Edited by: Toet , A. , Foster , D. , Heijmans , H. and Meer , P. Vol. 126 , 81 – 90 . Berlin Heidelberg : Springer-Verlag .
   Google Scholar
• Uras , C. and Verri , A. . On the recognition of the alphabet of the sign language through size functions . Proc. XIIIAPR International Conference on Pattern Recognition . Jerusalem. pp. 334 – 338 . Los Alamitos, , Israel : IEEE Computer Society Press .
   Google Scholar
• Verri , A. and Uras , C. 1994 . “ Invariant size functions, Applications of invariance in computer vision ” . In Lecture Notes in Computer Science , Edited by: Mundy , J.L. , Zisserman , A. and Forsyth , D. Vol. 825 , 215 – 234 . Berlin Heidelberg : Springer-Verlag .
   Google Scholar
• Verri , A. and Uras , C. 1996 . Metric-topological approach to shape representation and recognition . Image Vision Comput , 14 : 189 – 207 .
   Google Scholar
• Verri , A. and Uras , C. 1997 . Computing size functions from edge maps . Internat. J. Corn-put. Vision , 23 ( 2 ) : 1 – 15 .
   Google Scholar
• Verri , A. , Uras , C. , Frosini , P. and Ferri , M. 1993 . On the use of size functions for shape analysis . Biol. Cybern , 70 ( 2 ) : 99 – 107 .
   Web of Science ®Google Scholar