000 09221nam a2201009 i 4500
001 1224366329
003 KOHA
005 20240223121858.0
008 220302s2020 sz a b 000 0 eng d
020 _a9783030521196
_q(ebook)
020 _z9783030521189
_q(paperback)
040 _aEBLCP
_beng
_erda
_cEBLCP
_dYDX
_dLEATE
_dOCLCO
_dS2H
_dOCLCF
_dGW5XE
_dOCLCO
_dVT2
_dTR-IsMEF
041 _aeng
050 4 _aQA402.5
_b.D46 2020
245 0 0 _aBilevel optimization :
_badvances and next challenges /
_ceditors Stephan Dempe, Institute of Numerical Mathematics and Optimization TU Bergakademie Freigberg Freiberg Germany, Alain Zemkoho, School of Mathematical Science University of Southampton Southampton, UK.
264 1 _aCham, Switzerland :
_bSpringer,
_c2020.
264 4 _c©2020
300 _axv, 672 pages :
_billustrations ;
_c24 cm.
336 _atext
_2rdacontent
337 _aunmediated
_2rdamedia
338 _avolume
_2rdacarrier
490 1 _aSpringer optimization and its applications ;
_v161
504 _aIncludes bibliographical references (pages 607-672).
505 0 _aPart I Bilevel Optimization, Game Theory, and Application.
505 0 _aPart II Theory and Methods for Linear and Nonlinear Bilevel Optimization.
520 _a2019 marked the 85th anniversary of Heinrich Freiherr von Stackelbergs habilitation thesis "Marktform und Gleichgewicht," which formed the roots of bilevel optimization. Research on the topic has grown tremendously since its introduction in the field of mathematical optimization. Besides the substantial advances that have been made from the perspective of game theory, many sub-fields of bilevel optimization have emerged concerning optimal control, multiobjective optimization, energy and electricity markets, management science, security and many more. Each chapter of this book covers a specific aspect of bilevel optimization that has grown significantly or holds great potential to grow, and was written by top experts in the corresponding area. In other words, unlike other works on the subject, this book consists of surveys of different topics on bilevel optimization. Hence, it can serve as a point of departure for students and researchers beginning their research journey or pursuing related projects. It also provides a unique opportunity for experienced researchers in the field to learn about the progress made so far and directions that warrant further investigation. All chapters have been peer-reviewed by experts on mathematical optimization
650 0 _aMathematical optimization
_0https://id.loc.gov/authorities/subjects/sh85082127
650 0 _aOperations research
_0https://id.loc.gov/authorities/subjects/sh85095020
650 7 _aDecision making
_0https://id.loc.gov/authorities/subjects/sh85036199
650 7 _aGame theory
_0https://id.loc.gov/authorities/subjects/sh85052941
700 1 _aDempe, Stephan,
_0https://id.loc.gov/authorities/names/n90629750
_eeditor.
700 1 _aZemkoho, Alain,
_eeditor.
830 0 _aSpringer optimization and its applications ;
_v161.
_0https://id.loc.gov/authorities/names/no2006059964
_947956
900 _aMEF Üniversitesi Kütüphane katalog kayıtları RDA standartlarına uygun olarak üretilmektedir / MEF University Library Catalogue Records are Produced Compatible by RDA Rules
910 _aPandora
942 _2lcc
_cBKS
_01
970 0 1 _aContents,
970 1 2 _lPart I
_tBilevel optimization, game theory, and applications,
970 1 1 _l1
_tInteractions between bilevel optimization and nash games,
_cLorenzo Lampariello,
_fLampariello, Lorenzo,
_p3.
970 1 1 _l1
_tInteractions between bilevel optimization and nash games,
_cSimone Sagratella,
_fSagratella, Simone,
_p3.
970 1 1 _l1
_tInteractions between bilevel optimization and nash games,
_cVladimir Shikhman,
_fShikhman, Vladimir,
_p3.
970 1 1 _l1
_tInteractions between bilevel optimization and nash games,
_cOliver Stein,
_fStein, Oliver,
_p3.
970 1 1 _l2
_tOn stackkelberg - nash equilibria in bilevel optimization games,
_cDamien Bazin,
_fBazin, Damien,
_p27.
970 1 1 _l2
_tOn stackkelberg - nash equilibria in bilevel optimization games,
_cLudovic Julien,
_fJulien, Ludovic,
_p27.
970 1 1 _l2
_tOn stackkelberg - nash equilibria in bilevel optimization games,
_cOliver Musy,
_fMusy, Oliver,
_p27.
970 1 1 _l3
_tA short state of the art on multi-leader-follewer gamer,
_cDidier Aussel,
_fAussel, Didier,
_p53.
970 1 1 _l3
_tA short state of the art on multi-leader-follewer gamer,
_cAnton Svensson,
_fSvensson, Anton,
_p53.
970 1 1 _l4
_tRegularization and approximation methods in stackelberg games and bilevel optimization,
_cFrancesco Caruso,
_fCaruso, Francesco,
_p77.
970 1 1 _l4
_tRegularization and approximation methods in stackelberg games and bilevel optimization,
_cM. Beatrice Lignola,
_fLignola, M. Beatrice,
_p77.
970 1 1 _l4
_tRegularization and approximation methods in stackelberg games and bilevel optimization,
_cJacqueline Morgan,
_fMorgan, Jacqueline,
_p77.
970 1 1 _l5
_tApplications of blivel optimization in energy and electricity markets,
_cSonja Wogrin,
_fWogrin, Sonja,
_p139.
970 1 1 _l5
_tApplications of blivel optimization in energy and electricity markets,
_cSalvador Pineda,
_fPineda, Salvador,
970 1 1 _l5
_tApplications of blivel optimization in energy and electricity markets,
_cDiego A. Tejada-Arango,
_fTejada-Arango, Diego A.
_p139.
970 1 1 _l6
_tBilevel optimization of regularization hyperparameters in machine learning,
_cTakayuki Okuno,
_fOkuno, Takayuki,
_p169.
970 1 1 _l6
_tBilevel optimization of regularization hyperparameters in machine learning,
_cAkiko Takeda,
_fTakeda, Akiko,
_p169.
970 1 2 _lPart II
_tTheory and methods for linear and nonlinear bilevel optimization,
_cJane J. Ye,
_fYe, Jane J.,
_p227.
970 1 1 _l9
_tAlgorithms for simple bilevel programming,
_cJoydeep Dutta,
_fDutta, Joydeep,
_p253.
970 1 1 _l9
_tAlgorithms for simple bilevel programming,
_cTanushree Pandit,
_fPandit, Tanushree,
_p253.
970 1 1 _l10
_tAlgorithms for linear bilevel optimization,
_cHerminia I. Calvete,
_fCalvete, Herminia I.,
_p293.
970 1 1 _l10
_tAlgorithms for linear bilevel optimization,
_cCarmen Galé,
_eGalé, Carmen,
_p293.
970 1 1 _l11
_tGlobal search for bilevel optimization with quadratic data,
_cAlexander S. Strekalovsky,
_fStrekalovsky, Alexander S.
_p313.
970 1 1 _l11
_tGlobal search for bilevel optimization with quadratic data,
_cAndrei V. Orlov,
_fOrlov, Andrei V.,
_p313.
970 1 1 _l12
_tMPEC methods for bilevel optimization problems,
_cYoungdae Kim,
_fKim, Youngdae,
_p335.
970 1 1 _l12
_tMPEC methods for bilevel optimization problems,
_cSven Leyffer,
_fLeyffer, Sven,
_p335.
970 1 1 _l12
_tMPEC methods for bilevel optimization problems,
_cTodd Munson,
_fMunson, Todd,
_p335.
970 1 1 _l13
_tApproximate bilevel optimization with population-based evolutionary algorithms,
_cKalyanmoy Deb,
_fDeb, Kalyonmoy,
_p361.
970 1 1 _l13
_tApproximate bilevel optimization with population-based evolutionary algorithms,
_cAnkur Sinha,
_fSinha, Ankur,
_p361.
970 1 1 _l13
_tApproximate bilevel optimization with population-based evolutionary algorithms,
_cPekka Malo,
_fMalo, Pekka,
_p361
970 1 1 _l13
_tApproximate bilevel optimization with population-based evolutionary algorithms,
_cZhichao Lu,
_fLu, Zhichao,
_p403.
970 1 1 _l14
_tMethods for pessimistic bilevel optimization,
_cYue Zheng,
_fZheng, Yue,
_p403.
970 1 2 _lPart III
_tExtensions and uncertainty in bilevel optimization,
970 1 1 _l15
_tMethods for multiobjective bilevel optimization,
_cGabriele Eichfelder,
_fEichfelder, Gabriele,
_p423.
970 1 1 _l16
_tBilevel optimal control : existence results and stationarity conditions,
_cPatrick Mehlitz,
_fMehlitz, Patrick,
_p451.
970 1 1 _l16
_tBilevel optimal control : existence results and stationarity conditions,
_cGerd Wachsmuth,
_fWachsmuth, Gerd,
_p451.
970 1 1 _l17
_tBilevel linear optimization under uncertainty,
_cJohanna Burtscheidt,
_fBurtscheidt, Johanna,
_p485.
970 1 1 _l17
_tBilevel linear optimization under uncertainty,
_cMatthias Claus,
_fClaus, Matthias,
_p485.
970 1 1 _l18
_tA unified framework for multistage mixed integer linear optimization,
_cSuresh Bolusani,
_fBolusani, Suresh,
_p513.
970 1 1 _l18
_tA unified framework for multistage mixed integer linear optimization,
_cStefano Coniglio,
_fConiglio, Stefano,
_p513.
970 1 1 _l18
_tA unified framework for multistage mixed integer linear optimization,
_cTed K. Ralphs,
_fRalphs, Ted K.
_p513.
970 1 1 _l18
_cSahar Tahernejad,
_fTahernejad, Sahar,
_p513.
970 1 2 _lPart IV
_tNumerical and Research tools for bilevel optimization,
970 1 1 _l19
_tBOLIB : bileval optimization library of test problems,
_cShenglong Zhou,
_fZhou, Shenglong,
_p563.
970 1 1 _l19
_tBOLIB : bileval optimization library of test problems,
_cAlain B. Zemkoho,
_fZemkoho, Alain B.
_p563.
970 1 1 _l19
_tBOLIB : bileval optimization library of test problems,
_cAndrey Tin,
_fTin, Andrey,
_p563.
970 1 1 _l20
_tBilevel optimization : theory, algorithms, applications and a bibliography,
_cStephan Dempe,
_fDempe, Stephan,
_p581.
999 _c25513
_d25513