Multiple Criteria Decision Making '12

Tadeusz Trzaskalik, Tomasz Wachowicz

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ISBN/ISSN:

978-83-7875-042-0

DOI:

Wydawnictwo:

Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach

Rok wydania:

2012

Liczba stron:

234

XML:ISBN/ISSN:

ONIX MARC21

Bibliografia:

. Multiple Criteria Decision Making '12. Red. Trzaskalik, Tadeusz; Wachowicz, Tomasz . Katowice: Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach, 2012, 234 s. ISBN 978-83-7875-042-0

Bibliografia refWorks:

RT Book, Whole

SR Electronic(1)

A2 Trzaskalik, T.

A2 Wachowicz, T.

T1 Multiple Criteria Decision Making '12

PB Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach

PP Katowice

YR 2012

SN 978-83-7875-042-0

Bibliografia BibTex:

@Book{ 116193, author = "", editor = "Trzaskalik, Tadeusz and Wachowicz, Tomasz", title = "Multiple Criteria Decision Making '12", publisher = "Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach", year = "2012", address = "Katowice", isbn = "978-83-7875-042-0" }

Bibliografia endNote:

TY - BOOK

AU -

ED - Trzaskalik, Tadeusz

ED - Wachowicz, Tomasz

TI - Multiple Criteria Decision Making '12

PB - Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach

CY - Katowice

PY - 2012

SN - 978-83-7875-042-0

ER -

Netografia (standard APA):

. Red. Trzaskalik, Tadeusz; Wachowicz, Tomasz. Multiple Criteria Decision Making '12 [baza danych online] Katowice: Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach, 2012 [dostęp: 22 07 2024]. Dostęp w Ibuk Libra: https://libra.ibuk.pl/reader/multiple-criteria-decision-making-12-tadeusz-trzaskalik-tomasz-116193.

Multiple criteria decision making, MCDM

Multiple Criteria Decision Making (MCDM) journal was founded at the University of Economics in Katowice in 2011. It is a double-blinded-reviewed annual that explores the entire process or the selected elements of the multiple criteria decision mak...

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ISBN/ISSN:

978-83-7875-042-0

DOI:

Wydawnictwo:

Wydawnictwo Uniwersytetu Ekonomicznego w Katowicach

Rok wydania:

2012

Liczba stron:

234

XML:ISBN/ISSN:

ONIX MARC21

PREFACE8
Marcin Anholcer: ALGORITHM FOR DERIVING PRIORITIES FROM INCONSISTENT PAIRWISE COMPARISON MATRICES10
Jakub Brzostowski, Tomasz Wachowicz: THE ANALYSIS OF NEGOTIATORS’ PREFERENCE CONSISTENCY IN INDIFFERENCE-SURFACE BASED SCORING SYSTEM19
Rafael Caballero, Francisca García Lopera, José Enrique Padilla García, Fátima Pérez: DEFAULT PREDICTION FOR VARIOUS NATIONAL ECONOMIES THROUGH SYNTHETIC INDICATORS39
Cezary Dominiak: THE DISCRETE INTERACTIVE MULTIPLE GOAL PROGRAMMING UNDER RISK60
Petr Fiala: DESIGN OF OPTIMAL LINEAR SYSTEMS BY MULTIPLE OBJECTIVES72
Dorota Górecka: SENSITIVITY AND ROBUSTNESS ANALYSIS OF SOLUTIONS OBTAINED IN THE EUROPEAN PROJECTS’ RANKING PROCESS87
Josef Jablonsky: MULTICRITERIA ANALYSIS OF CLASSIFICATION IN ATHLETIC DECATHLON113
Ignacy Kaliszewski, Janusz Miroforidis: REAL AND VIRTUAL PARETO SET UPPER APPROXIMATIONS122
Lech Kruś, Jan Skorupiński, Eugeniusz Toczyłowski: ANALYSIS OF INCENTIVE COMPATIBLE MULTICRITERIA DECISIONS FOR A PRODUCER AND BUYERS PROBLEM133
Bogumiła Krzeszowska: MULTIPLE CRITERIA PROJECT SCHEDULING WITH PROJECT DELAY, RESOURCE LEVEL AND NPV OPTIMIZATION147
Jerzy Michnik: WHAT KINDS OF HYBRID MODELS ARE USED IN MULTIPLE CRITERIA DECISION ANALYSIS AND WHY?162
Jaroslav Ramík, Jana Hančlová: MULTICRITERIA METHODS FOR EVALUATING COMPETITIVENESS OF REGIONS IN V4 COUNTRIES170
Tomas Subrt, Helena Brozova: MULTIPLE CRITERIA EVALUATION OF PROJECT GOALS180
Krzysztof Targiel, Tadeusz Trzaskalik, Małgorzata Trzaskalik-Wyrwa, Gwo Hsiung Tzeng: DEMATEL, ANP AND VICOR BASED HYBRID METHOD APPLICATION TO RESTORATION OF HISTORICAL ORGANS190
Irem Uçal Sari, Dorota Kuchta: MULTICRITERIA EVALUATION OF FUZZY NET PRESENT VALUE212
CONTRIBUTING AUTHORS230

JakubBrzostowski,TomaszWachowicz

ofuncertaintyweproposetomodelthelevel(orchance)ofbelongingtothe

surfacebyusingthenotionofprobability.Moreprecisely9weproposetobuild

acharacteristicofanindifferencesurfaceintheformofprobabilitydistribution.

Suchafunctionwillassigntoeachalternativealevelofbelongingtothe

particularindifferencesurface.

Afterthesurfaceshavebeenspecifiedandtheutilitydegreeshavebeen

assigned9theNegoManagesystemperformsitsmostimportanttask9namely

thecomputationofprobabilitydistributionsforallspecifiedsurfacesthat

willbefurtherusedtobuildaglobalscoringsystem.Theprobabilityassigned

toaparticularpointoftheindifferencesurfacecanbeinterpretedasachance

ofactualassignmentofthispointtotheindifferenceset.Tobuildthe

characteristicofasurfaceweusethefollowingstraightforwardpostulate:

Thecloseranalternativeunderconsiderationislocatedtothe

onethatfullybelongstotheindifferencesurface,thehigher

isthelevelofprobabilitythatweassigntothisalternative.

Inotherwords9foranalternativelocatedintheneighborhoodofafully

classifiedalternativewefirstcomputethedistancetotheclassifiedalternative

andmapitintoasimilaritydegree.Thesimilaritydegreeoftheconsidered

alternativetothefullyclassifiedalternativeisregardedastheprobability

ofbelongingtothesurface.Basedonourpostulateweproposetobuildpeaks

aroundtheclassifiedalternativesasapreliminarystepofbuildingthe

probabilitydistribution.Suchpeaksmayhaveabellshapeofthenormal

distributioncurves9andsuchapeakshapeisconsideredatthecurrentstage

ofresearch.However9therearenosubstantialorexperimentallyprovedreasons

forusingthistypeofprobabilitydistributionsinourapproach.Wesimplyuse

thenormaldistributionfunctionsasthemostcommonlyusedsolutioninthe

selectionofthepredefinedshapeoftheprobabilityfunctionsincewelack

therelevantinformationthatwouldallowustouseothertypesofprobability

distributionfunctions.Inthenextstepsuchpeaksarefusedtogethertoforman

overallmulti-modaldistributionwhichistreatedastheindifferencesurface’s

characteristictogetherwithutilitylevelsassignedtothesurfacesbythene-

gotiator.Thisinformationabouteachindifferencesetisabasisfordetermining

thescoreofanyfeasiblealternativeunderevaluationlateronintheactual

negotiationphase9whenthenegotiatorsfacetheproblemofscoringtheoffers

presentedbytheircounterpartasthenegotiationcompromiseproposals.

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