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Notes on Intuitionistic Fuzzy Sets/05/3: Difference between revisions
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(New page: <noinclude>'''Notes on Intuitionistic Fuzzy Sets, Volume 5 (1999), Number 3.''' The issue contains the first part of the Proceedings of the 3...) |
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<noinclude>'''[[Notes on Intuitionistic Fuzzy Sets]], [[Notes on Intuitionistic Fuzzy Sets/05|Volume 5 (1999)]], Number 3.''' | <noinclude>'''[[Notes on Intuitionistic Fuzzy Sets]], [[Notes on Intuitionistic Fuzzy Sets/05|Volume 5 (1999)]], Number 3.''' | ||
The issue contains the | The issue contains the Part 1 of the Proceedings of the 3<sup>rd</sup> [[International Conference on Intuitionistic Fuzzy Sets]], held on 16-17 October 1999 in Sofia, Bulgaria. | ||
For Part 2, click here: [[Notes on Intuitionistic Fuzzy Sets/05/4]]. | |||
== Journal contents ==</noinclude> | == Journal contents ==</noinclude> | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 1 | |number = 1 | ||
|title = Fuzzy multifunctions in intuitionistic fuzzy topological spaces | |title = [[Issue:Fuzzy multifunctions in intuitionistic fuzzy topological spaces|Fuzzy multifunctions in intuitionistic fuzzy topological spaces]] | ||
|authors = [[Oya Bedre Özbakir]], [[Doğan Çoker]] | |authors = [[Oya Bedre Özbakir]], [[Doğan Çoker]] | ||
|pages = 1—5 | |pages = 1—5 | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 2 | |number = 2 | ||
|title = An idea for an intuitionistic fuzzy approach to decision making | |title = [[Issue:An idea for an intuitionistic fuzzy approach to decision making|An idea for an intuitionistic fuzzy approach to decision making]] | ||
|authors = [[Cecilia Temponi]], [[Anthony Shannon]], [[Krassimir Atanassov]], [[Adrian Ban]] | |authors = [[Cecilia Temponi]], [[Anthony Shannon]], [[Krassimir Atanassov]], [[Adrian Ban]] | ||
|pages = 6—10 | |pages = 6—10 | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 3 | |number = 3 | ||
|title = From fuzzy values to intuitionistic fuzzy values to intuitionistic fuzzy intervals, etc: Can we get an arbitrary ordering? | |title = [[Issue:From fuzzy values to intuitionistic fuzzy values to intuitionistic fuzzy intervals, etc: Can we get an arbitrary ordering?|From fuzzy values to intuitionistic fuzzy values to intuitionistic fuzzy intervals, etc: Can we get an arbitrary ordering?]] | ||
|authors = [[Vladik Kreinovich]], [[Masao Mukaidono]], [[Krassimir Atanassov]] | |authors = [[Vladik Kreinovich]], [[Masao Mukaidono]], [[Krassimir Atanassov]] | ||
|pages = 11—18 | |pages = 11—18 | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 4 | |number = 4 | ||
|title = Probability measures for intuitionistic fuzzy sets | |title = [[Issue:Probability measures for intuitionistic fuzzy sets|Probability measures for intuitionistic fuzzy sets]] | ||
|authors = [[Eulalia Szmidt]], [[Janusz Kacprzyk]] | |authors = [[Eulalia Szmidt]], [[Janusz Kacprzyk]] | ||
|pages = 19—28 | |pages = 19—28 | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 5 | |number = 5 | ||
|title = Intuitionistic fuzzy extension principle | |title = [[Issue:Intuitionistic fuzzy extension principle|Intuitionistic fuzzy extension principle]] | ||
|authors = [[Mariana Stoeva]] | |authors = [[Mariana Stoeva]] | ||
|pages = 29—30 | |pages = 29—30 | ||
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{{journal-contents/row | {{journal-contents/row | ||
|number = 6 | |number = 6 | ||
|title = Measures of contradiction for intuitionistic fuzzy sets and for fuzzy classifications | |title = [[Issue:Measures of contradiction for intuitionistic fuzzy sets and for fuzzy classifications|Measures of contradiction for intuitionistic fuzzy sets and for fuzzy classifications]] | ||
|authors = [[Jiri Georg Sustal]] | |authors = [[Jiri Georg Sustal]] | ||
|pages = 31—34 | |pages = 31—34 |
Latest revision as of 17:31, 16 August 2024
Notes on Intuitionistic Fuzzy Sets, Volume 5 (1999), Number 3.
The issue contains the Part 1 of the Proceedings of the 3rd International Conference on Intuitionistic Fuzzy Sets, held on 16-17 October 1999 in Sofia, Bulgaria.
For Part 2, click here: Notes on Intuitionistic Fuzzy Sets/05/4.