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Zelený, Miroslav

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Author ID: zeleny.miroslav Recent zbMATH articles by "Zelený, Miroslav"
Published as: Zelený, Miroslav; Zelený, M.; Zeleny, M.; Zeleny, Miroslav
External Links: ORCID
Documents Indexed: 44 Publications since 1974, including 1 Book
1 Further Contribution
Reviewing Activity: 35 Reviews

Publications by Year

Citations contained in zbMATH Open

33 Publications have been cited 433 times in 60 Documents Cited by Year
Linear multiobjective programming. Zbl 0325.90033
Zeleny, M.
146
1974
The set of all nondominated solutions in linear cases and a multicriteria simplex method. Zbl 0313.65047
Yu, P. L.; Zeleny, M.
142
1975
Games with multiple payoffs. Zbl 0395.90093
Zeleny, M.
34
1975
Linear multiparametric programming by multicriteria simplex method. Zbl 0357.90034
Yu, P. L.; Zeleny, M.
23
1976
The structure of the \(\sigma \)-ideal of \(\sigma \)-porous sets. Zbl 1101.28001
Zelený, Miroslav; Pelant, Jan
11
2004
A note on intersections of non-Haar null sets. Zbl 1031.28005
Matoušková, Eva; Zelený, Miroslav
8
2003
Descriptive set theory of families of small sets. Zbl 1152.03042
Matheron, Étienne; Zelený, Miroslav
7
2007
Baire-class \(\xi\) colorings: the first three levels. Zbl 1316.03025
Lecomte, Dominique; Zeleny, Miroslav
5
2014
On proper Shapley values for monotone TU-games. Zbl 1388.91033
Van den Brink, René; Levínský, René; Zelený, Miroslav
5
2015
On separable determination of \(\sigma\)-\(\mathbf P\)-porous sets in Banach spaces. Zbl 1327.46022
Cúth, Marek; Rmoutil, Martin; Zelený, Miroslav
4
2015
A converse of the Arsenin-Kunugui theorem on Borel sets with \(\sigma\)-compact sections. Zbl 0959.54023
Holický, P.; Zelený, M.
4
2000
Inscribing compact non-\(\sigma\)-porous sets into analytic non-\(\sigma\)-porous sets. Zbl 1086.54025
Zelený, Miroslav; Zajíček, Luděk
4
2005
A note on Buczolich’s solution of the Weil gradient problem: a construction based on an infinite game. Zbl 1127.26006
Malý, J; Zelený, M.
4
2006
Trichotomies for ideals of compact sets. Zbl 1105.03040
Matheron, É.; Solecki, S.; Zelený, M.
3
2006
An example of a \(\mathcal C^{1,1}\) function, which is not a d.c. function. Zbl 1090.46012
Zelený, Miroslav
3
2002
The Dynkin system generated by balls in \(\mathbb{R}^{d}\) contains all Borel sets. Zbl 0932.28001
Zelený, Miroslav
3
2000
The techniques of linear multiobjective programming. Zbl 0309.90028
Yu, P. L.; Zeleny, M.
3
1974
Inscribing closed non-\(\sigma\)-lower porous sets into Suslin non-\(\sigma\)-lower porous sets. Zbl 1091.28001
Zajíček, Luděk; Zelený, Miroslav
2
2005
An absolutely continuous function with non-\(\sigma\)-porous graph. Zbl 1108.28004
Zelený, Miroslav
2
2005
Baire classes of strongly affine functions on simplices and on \(C^\ast\)-algebras. Zbl 1318.46001
Spurný, J.; Zelený, M.
2
2014
Rudin-like sets and hereditary families of compact sets. Zbl 1077.03028
Matheron, Étienne; Zelený, Miroslav
2
2005
Structure of the set of continuous functions with Luzin’s property (N). Zbl 0968.26008
Holický, P.; Ponomarev, S. P.; Zajíček, L.; Zelený, M.
2
1999
A note on the use of the term force centre in the generalized three-body problem. Zbl 0356.70005
Zeleny, M.
2
1976
The Denjoy-Clarkson property with respect to Hausdorff measures for the gradient mapping of functions of several variables. Zbl 1154.26016
Zelený, Miroslav
2
2008
A remark on a theorem of Solecki. Zbl 1121.03058
Holický, P.; Zajíček, L.; Zelený, M.
2
2005
Descriptive properties of \(\sigma\)-porous sets. Zbl 1107.28002
Zelený, Miroslav
1
2005
On the complexity of some \(\sigma \)-ideals of \(\sigma \)-P-porous sets. Zbl 1099.54029
Zajíček, Luděk; Zelený, Miroslav
1
2003
Compact sets of continuity for Borel functions. Zbl 1145.03026
Vlasák, Václav; Zelený, Miroslav
1
2008
Convergence of a typical martingale (a remark on the Doob theorem). Zbl 1315.60045
Spurný, J.; Zelený, M.
1
2014
The Shapley value, the proper Shapley value, and sharing rules for cooperative ventures. Zbl 07165983
van den Brink, René; Levínský, René; Zelený, Miroslav
1
2020
Infinite games and \(\sigma\)-porosity. Zbl 1397.91103
Doležal, M.; Preiss, D.; Zelený, M.
1
2016
Calibrated thin \(\Pi_1^1\) \(\sigma\)-ideals are \({\mathbf G}_ \delta\). Zbl 0880.03024
Zelený, Miroslav
1
1997
Additive families of low Borel classes and Borel measurable selectors. Zbl 1214.54029
Spurný, J.; Zelený, M.
1
2011
The Shapley value, the proper Shapley value, and sharing rules for cooperative ventures. Zbl 07165983
van den Brink, René; Levínský, René; Zelený, Miroslav
1
2020
Infinite games and \(\sigma\)-porosity. Zbl 1397.91103
Doležal, M.; Preiss, D.; Zelený, M.
1
2016
On proper Shapley values for monotone TU-games. Zbl 1388.91033
Van den Brink, René; Levínský, René; Zelený, Miroslav
5
2015
On separable determination of \(\sigma\)-\(\mathbf P\)-porous sets in Banach spaces. Zbl 1327.46022
Cúth, Marek; Rmoutil, Martin; Zelený, Miroslav
4
2015
Baire-class \(\xi\) colorings: the first three levels. Zbl 1316.03025
Lecomte, Dominique; Zeleny, Miroslav
5
2014
Baire classes of strongly affine functions on simplices and on \(C^\ast\)-algebras. Zbl 1318.46001
Spurný, J.; Zelený, M.
2
2014
Convergence of a typical martingale (a remark on the Doob theorem). Zbl 1315.60045
Spurný, J.; Zelený, M.
1
2014
Additive families of low Borel classes and Borel measurable selectors. Zbl 1214.54029
Spurný, J.; Zelený, M.
1
2011
The Denjoy-Clarkson property with respect to Hausdorff measures for the gradient mapping of functions of several variables. Zbl 1154.26016
Zelený, Miroslav
2
2008
Compact sets of continuity for Borel functions. Zbl 1145.03026
Vlasák, Václav; Zelený, Miroslav
1
2008
Descriptive set theory of families of small sets. Zbl 1152.03042
Matheron, Étienne; Zelený, Miroslav
7
2007
A note on Buczolich’s solution of the Weil gradient problem: a construction based on an infinite game. Zbl 1127.26006
Malý, J; Zelený, M.
4
2006
Trichotomies for ideals of compact sets. Zbl 1105.03040
Matheron, É.; Solecki, S.; Zelený, M.
3
2006
Inscribing compact non-\(\sigma\)-porous sets into analytic non-\(\sigma\)-porous sets. Zbl 1086.54025
Zelený, Miroslav; Zajíček, Luděk
4
2005
Inscribing closed non-\(\sigma\)-lower porous sets into Suslin non-\(\sigma\)-lower porous sets. Zbl 1091.28001
Zajíček, Luděk; Zelený, Miroslav
2
2005
An absolutely continuous function with non-\(\sigma\)-porous graph. Zbl 1108.28004
Zelený, Miroslav
2
2005
Rudin-like sets and hereditary families of compact sets. Zbl 1077.03028
Matheron, Étienne; Zelený, Miroslav
2
2005
A remark on a theorem of Solecki. Zbl 1121.03058
Holický, P.; Zajíček, L.; Zelený, M.
2
2005
Descriptive properties of \(\sigma\)-porous sets. Zbl 1107.28002
Zelený, Miroslav
1
2005
The structure of the \(\sigma \)-ideal of \(\sigma \)-porous sets. Zbl 1101.28001
Zelený, Miroslav; Pelant, Jan
11
2004
A note on intersections of non-Haar null sets. Zbl 1031.28005
Matoušková, Eva; Zelený, Miroslav
8
2003
On the complexity of some \(\sigma \)-ideals of \(\sigma \)-P-porous sets. Zbl 1099.54029
Zajíček, Luděk; Zelený, Miroslav
1
2003
An example of a \(\mathcal C^{1,1}\) function, which is not a d.c. function. Zbl 1090.46012
Zelený, Miroslav
3
2002
A converse of the Arsenin-Kunugui theorem on Borel sets with \(\sigma\)-compact sections. Zbl 0959.54023
Holický, P.; Zelený, M.
4
2000
The Dynkin system generated by balls in \(\mathbb{R}^{d}\) contains all Borel sets. Zbl 0932.28001
Zelený, Miroslav
3
2000
Structure of the set of continuous functions with Luzin’s property (N). Zbl 0968.26008
Holický, P.; Ponomarev, S. P.; Zajíček, L.; Zelený, M.
2
1999
Calibrated thin \(\Pi_1^1\) \(\sigma\)-ideals are \({\mathbf G}_ \delta\). Zbl 0880.03024
Zelený, Miroslav
1
1997
Linear multiparametric programming by multicriteria simplex method. Zbl 0357.90034
Yu, P. L.; Zeleny, M.
23
1976
A note on the use of the term force centre in the generalized three-body problem. Zbl 0356.70005
Zeleny, M.
2
1976
The set of all nondominated solutions in linear cases and a multicriteria simplex method. Zbl 0313.65047
Yu, P. L.; Zeleny, M.
142
1975
Games with multiple payoffs. Zbl 0395.90093
Zeleny, M.
34
1975
Linear multiobjective programming. Zbl 0325.90033
Zeleny, M.
146
1974
The techniques of linear multiobjective programming. Zbl 0309.90028
Yu, P. L.; Zeleny, M.
3
1974

Citations by Year