Mathematical morphology

Mathematical morphology (MM) is a theory and technique for the analysis and processing of geometrical structures, based on set theory, lattice theory, topology, and random functions. MM is most commonly applied to digital images, but it can be employed as well on graphs, surface meshes, solids, and many other spatial structures.

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Metrics Summary

Total Publications

Lifetime

4,750

Prior Five Years

898

Total Citations

Lifetime

69,042

Prior Five Years

6,432

Total Scholars

Lifetime

9,268

Prior Five Years

7,343

Institutional Rankings

Global (Worldwide)

Academic Institutions Lifetime		Academic Institutions Prior Five Years		Non-academic Institutions Lifetime
#1	MINES ParisTech France	#1	MINES ParisTech France	#1	European Commission Belgium
#2	University of Groningen Netherlands	#2	Sultan Idris Education University Malaysia	#2	Centrum Voor Wiskunde en Informatica Netherlands
#3	ESIEE Paris France	#3	Civil Aviation University of China China	#3	Instituto Butantan Brazil
#4	South China University of Technology China	#4	Technical and Vocational university Iran	#4	Instituto Nacional de Pesquisas Espaciais Brazil
#5	University of Strasbourg France	#5	New Jersey Institute of Technology United States
#6	Ghent University Belgium	#6	Sorbonne Université France
#7	Saarland University Germany	#7	Lorestan University Iran
#8	State University of Campinas Brazil	#8	Vellore Institute of Technology India
#9	Texas A&M University United States	#9	University of the Balearic Islands Spain
#10	Sorbonne Université France	#10	State University of Campinas Brazil
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National Institutional Rankings

Publications and Citation History

Publications based on Disciplines

Scholars based on Disciplines

Publications based on Fields

Scholars based on Fields

Highly Ranked Scholars™

Lifetime

Prior Five Years

Evaluation Period:

Highly Cited Publications

Lifetime