*Svalbe, I.*
**Co Author Listing** * Algorithms for the Decomposition of Gray-Scale Morphological Operations

* Basis decomposition of morphological operations

* Comparison of Some Methods for Direct 2D Reconstruction from Discrete Projected Views, A

* Construction of Perfect Auto-correlation Arrays and Zero Cross-correlation Arrays from Discrete Projections

* Design of Morphological Filters Using Multiple Structuring Elements, Part I: Openings and Closings, The

* Design of Morphological Filters Using Multiple Structuring Elements, Part II: Open (Close) and Close (Open), The

* Direct inversion of Mojette projections

* Discrete Angle Watermark Encoding and Recovery

* Exact image representation via a number-theoretic radon transform

* Exact, Non-iterative Mojette Inversion Technique Utilising Ghosts, An

* Exact, Scaled Image Rotation Using the Finite Radon Transform

* Exact, scaled image rotations in finite Radon transform space

* Fast Number Theoretic Finite Radon Transform, A

* Finite Radial Reconstruction for Magnetic Resonance Imaging: A Theoretical Study

* Generalised finite radon transform for NxN images

* Growth of Discrete Projection Ghosts Created by Iteration

* Image Labeling Mechanism Using Digital Radon Projections, An

* Large Families of Grey Arrays with Perfect Auto-correlation and Optimal Cross-Correlation

* Maximal N-Ghosts and Minimal Information Recovery from N Projected Views of an Array

* method for removing cyclic artefacts in discrete tomography using latin squares, A

* Morphological filtering as template matching

* Near Perfect Correlation Functions Based on Zero-Sum Projections

* Nonlinear Interpolation in the Fourier Domain Guided by Morphologic Filters

* On Constructing Minimal Ghosts

* On Correcting the Unevenness of Angle Distributions Arising from Integer Ratios Lying in Restricted Portions of the Farey Plane

* Properties of Minimal Ghosts

* Segmenting Multispectral Landsat TM Images into Field Units

* Spatial domain morphological filtering for interpolation of the Fourier domain

* Symmetric Counterparts of Classical 1D Haar Filters for Improved Image Reconstruction via Discrete Back-Projection

* Symmetric Masks for In-fill Pixel Interpolation on Discrete p:q Lattices

* Tomographic Reconstruction Using Global Statistical Priors

Includes: Svalbe, I. Svalbe, I.[Imants]

31 for Svalbe, I.

*Svalbe, I.D.[Imants D.]*
**Co Author Listing** * Back-Projection Filtration Inversion of Discrete Projections

* Chaotic Sensing

* Fourier Inversion of the Mojette Transform

* Geometry of Basis Sets for Morphologic Closing, The

* Localisation of Image Features Using Measures of Rank Distribution

* Natural Representations for Straight Lines and the Hough Transform on Discrete Arrays

* Recovering Missing Slices of the Discrete Fourier Transform Using Ghosts

* Robust Digital Image Reconstruction via the Discrete Fourier Slice Theorem

Includes: Svalbe, I.D.[Imants D.] Svalbe, I.D.

8 for Svalbe, I.D.

Last update:23-May-23 15:00:26

Use price@usc.edu for comments.