Ghent University Academic Bibliography

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Constrained optimization problems under uncertainty with coherent lower previsions

Erik Quaeghebeur (UGent) , Keivan Shariatmadar and Gert de Cooman (UGent)

(2012) FUZZY SETS AND SYSTEMS. 206. p.74-88
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Maximin and maximal solutions for linear programming problems with possibilistic uncertainty

Erik Quaeghebeur (UGent) , Nathan Huntley (UGent) , Keivan Shariatmadar and Gert de Cooman (UGent)

(2012) Communications in Computer and Information Science. 299(4). p.430-439
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Possibilistic soil roughness identification for uncertainty reduction on SAR-retrieved soil moisture

Hilde Vernieuwe (UGent) , Niko Verhoest (UGent) , Hans Lievens (UGent) and Bernard De Baets (UGent)

(2011) IEEE TRANSACTIONS ON GEOSCIENCE AND REMOTE SENSING. 49(2). p.628-638
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- C3
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Linear programming under vacuous and possibilistic uncertainty

Keivan Shariatmadar, Erik Quaeghebeur (UGent) and Gert de Cooman (UGent)

(2011) ISIPTA '11 : Program & Abstracts. p.31-31
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A constrained optimization problem under uncertainty

Erik Quaeghebeur (UGent) , Keivan Shariatmadar and Gert de Cooman (UGent)

(2010) World Scientific Proceedings Series on Computer Engineering and Information Science. p.791-796
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A constrained optimization problem under uncertainty

Keivan Shariatmadar, Erik Quaeghebeur (UGent) and Gert de Cooman (UGent)

(2009) ISIPTA '09: Program & Abstracts. p.34-34
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Possibility theory, 1: the measure- and integral-theoretic groundwork

Gert de Cooman (UGent)

(1997) INTERNATIONAL JOURNAL OF GENERAL SYSTEMS. 25(4). p.291-323

Academic Bibliography

Constrained optimization problems under uncertainty with coherent lower previsions

Maximin and maximal solutions for linear programming problems with possibilistic uncertainty

Possibilistic soil roughness identification for uncertainty reduction on SAR-retrieved soil moisture

Linear programming under vacuous and possibilistic uncertainty

A constrained optimization problem under uncertainty

A constrained optimization problem under uncertainty

Possibility theory, 1: the measure- and integral-theoretic groundwork

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