Mathematical morphology in image processing / edited by Edward Dougherty.

Contributor(s): Dougherty, Edward RSeries: Optical engineering (Marcel Dekker, Inc.): Publisher: New York : M. Dekker, c1993Description: xvi, 530 p. : ill. ; 24 cmISBN: 0824787242 (alk. paper)Subject(s): Telecommunication EngineeringDDC classification: 621.367,MAT Online resources: Publisher description
Contents:
Training Structuring Elements In Morphological Networks (Page-1), Efficient Design Strategies For The Optimal Binary Digital Morphological Filter: Probabilities, Constraints, And Structuring-Element Libraries (Page-43), Statistical Properties Of Discrete Morphological Filters (Page-93), Morphological Analysis Of Pavement Surface Condition (Page-121), On Two Inverse Problems In Mathematical Morphology (Page-151), Graph Morphology In Image Analysis (Page-171), Mathematical Morphology With Noncommutative Symmetry Groups (Page-205), Morphological Algorithms (Page-255), Discrete Half Plane Morphology For Restricted Domains (Page-289), On As Distance Function Approach For Gray Level Mathematical Morphology (Pag-323).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Reference Reference Military College of Signals (MCS)
Military College of Signals (MCS)
Reference 621.367,MAT (Browse shelf) Link to resource Not for loan Almirah No.71, Shelf No.1 MCS27155
Total holds: 0

Training Structuring Elements In Morphological Networks (Page-1), Efficient Design Strategies For The Optimal Binary Digital Morphological Filter: Probabilities, Constraints, And Structuring-Element Libraries (Page-43), Statistical Properties Of Discrete Morphological Filters (Page-93), Morphological Analysis Of Pavement Surface Condition (Page-121), On Two Inverse Problems In Mathematical Morphology (Page-151), Graph Morphology In Image Analysis (Page-171), Mathematical Morphology With Noncommutative Symmetry Groups (Page-205), Morphological Algorithms (Page-255), Discrete Half Plane Morphology For Restricted Domains (Page-289), On As Distance Function Approach For Gray Level Mathematical Morphology (Pag-323).

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