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Matthew Ceko

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affiliation: Monash University, Melbourne, Victoria, Australia

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Books and Theses

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2021
[b1]
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Matthew Ceko:
Discrete projection: Highly correlated arrays and ghosts for image reconstruction. Monash University, Australia, 2021

Journal Articles

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2022
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Matthew Ceko, Lajos Hajdu, Rob Tijdeman:
Error Correction for Discrete Tomography. Fundam. Informaticae 189(2): 91-112 (2022)
2021
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Matthew Ceko, Silvia M. C. Pagani, Rob Tijdeman:
Algorithms for linear time reconstruction by discrete tomography II. Discret. Appl. Math. 298: 7-20 (2021)
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Matthew Ceko, Timothy C. Petersen, Imants D. Svalbe, Rob Tijdeman:
Boundary Ghosts for Discrete Tomography. J. Math. Imaging Vis. 63(3): 428-440 (2021)
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Matthew Ceko, Rob Tijdeman:
Three-Dimensional Maximal and Boundary Ghosts. J. Math. Imaging Vis. 63(8): 1084-1093 (2021)
2020
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Matthew Ceko, Imants D. Svalbe, Timothy C. Petersen:
A discrete projection analogue to Pick's theorem. Graph. Model. 109: 101066 (2020)
2019
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Matthew Ceko, Imants D. Svalbe, Timothy C. Petersen, Andrew Z. Tirkel:
Large Families of "Grey" Arrays with Perfect Auto-correlation and Optimal Cross-Correlation. J. Math. Imaging Vis. 61(2): 237-248 (2019)
2018
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Matthew Ceko, Arnaud Guinard, Imants D. Svalbe:
Symmetric Masks for In-fill Pixel Interpolation on Discrete p: q Lattices. J. Math. Imaging Vis. 60(3): 304-312 (2018)

Conference and Workshop Papers

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2022
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Timothy C. Petersen, Matthew Ceko, David M. Paganin, Imants D. Svalbe:
A Curious Invariance Property of Certain Perfect Legendre Arrays: Stirring Without Mixing. DGMM 2022: 330-340
2018
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Matthew Ceko, Mustafa Hamid, Imants D. Svalbe, Timothy C. Petersen, Andrew Z. Tirkel:
Impulse-Equivalent Sequences and Arrays. DICTA 2018: 1-7
2017
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Imants D. Svalbe, Matthew Ceko, Andrew Z. Tirkel:
Large Families of "Grey" Arrays with Perfect Auto-Correlation and Optimal Cross-Correlation. DGCI 2017: 46-56
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Imants D. Svalbe, Matthew Ceko:
Maximal N-Ghosts and Minimal Information Recovery from N Projected Views of an Array. DGCI 2017: 135-146
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Matthew Ceko, Imants D. Svalbe:
Symmetric Counterparts of Classical 1D Haar Filters for Improved Image Reconstruction via Discrete Back-Projection. ISMM 2017: 68-80

Coauthor Index

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