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Full Name
Stanojević, Bogdana
Scopus Author ID
Country
Serbia
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Results 1-20 of 27 (Search time: 0.007 seconds).

Author(s)TitleIssue DateAppears inRank
1Stanojević, Bogdana ; Stanojević, MilanOptimization-Based Fuzzy Regression in Full Compliance with the Extension Principle2023International Journal of Computers, Communications and Control; 18(2); 5320~M22
2Stanojević, Bogdana ; Stanojević, MilanOn modeling regression in full interval-valued fuzzy environment2023Procedia Computer Science; 221; 1337-1342
3Stanojević, Bogdana ; Nǎdǎban, SorinEmpiric Solutions to Full Fuzzy Linear Programming Problems Using the Generalized “min” Operator2023Mathematics; 11(23); 4864~M21a
4Stanojević, Bogdana Extension principle-based solution approach to full fuzzy multi-objective linear fractional programming1-Jan-2022Soft Computing~M22
5Stanojević, Bogdana ; Stanojević, Milan; Nădăban, SorinReinstatement of the extension principle in approaching mathematical programming with fuzzy numbers1-Jun-2021Mathematics; 9(11); 1272~M21a
6Stanojević, Bogdana ; Stanojević, MilanApproximate Membership Function Shapes of Solutions to Intuitionistic Fuzzy Transportation Problems8-Oct-2020International Journal of Computers Communications & Control; 16(1); 4057M22
7Stanojević, Bogdana ; Glover, FredA new approach to generate pattern-efficient sets of non-dominated vectors for multi-objective optimization1-Aug-2020Information Sciences; 530; 22-42M21a
8Stanojević, Bogdana ; Dzitac, Simona; Dzitac, IoanCrisp-linear-and models in fuzzy multiple objective linear fractional programming1-Jan-2020International Journal of Computers, Communications and Control; 15(1)M22
9Stanojević, Bogdana ; Dzitac, Simona; Dzitac, IoanFuzzy Numbers and Fractional Programming in Making Decisions2020International Journal of Information Technology & Decision Making; 19(4); 1123-1147M21
10Stanojević, Bogdana ; Stanojević, MilanA computationally efficient algorithm to approximate the pareto front of multi-objective linear fractional programming problem1-Oct-2019RAIRO - Operations Research; 53(4); 1229-1244M23
11Stanojević, Bogdana ; Stanojević, MilanParametric computation of a fuzzy set solution to a class of fuzzy linear fractional optimization problems1-Dec-2016Fuzzy Optimization and Decision Making; 15(4); 435-455M21
12Stanojević, Milan; Milenković, Ivan; Starčević, Dušan; Stanojević, Bogdana Continuous distribution approximation and thresholds optimization in serial multi-modal biometric systems1-Jan-2016International Journal of Computers, Communications and Control; 11(5); 721-734M23
13Stanojević, Bogdana ; Dzitac, Ioan; Dzitac, SimonaOn the ratio of fuzzy numbers - exact membership function computation and applications to decision making3-Sep-2015Technological and Economic Development of Economy; 21(5); 815-832M21a
14Stanojević, Bogdana Extended procedure for computing the values of the membership function of a fuzzy solution to a class of fuzzy linear optimization problems1-Jan-2015Fuzzy Sets and Systems; 272(1); 47-59M21a
15Pajić, Ana; Pantelić, Ognjen; Stanojević, Bogdana Representing IT performance management as metamodel1-Jan-2014International Journal of Computers, Communications and Control; 9(6); 758-767M23
16Stanojević, Bogdana A note on 'Taylor series approach to fuzzy multiple objective linear fractional programming'10-Sep-2013Information Sciences; 243; 95-99M21a
17Stanojević, Milan; Stanojević, Bogdana ; Vujošević, MirkoEnhanced savings calculation and its applications for solving capacitated vehicle routing problem15-Jun-2013Applied Mathematics and Computation; 219(20); 10302-10312M21
18Stanojević, Bogdana ; Stanojević, MilanOn the efficiency test in multi-objective linear fractional programming problems by Lotfi et al. 20101-Jun-2013Applied Mathematical Modelling; 37(10-11); 7086-7093M21
19Stanojević, Milan; Vujošević, Mirko; Stanojević, Bogdana On the cardinality of the nondominated set of multi-objective combinatorial optimization problems1-Mar-2013Operations Research Letters; 41(2); 197-200M23
20Stanojević, Bogdana ; Stanojević, MilanSolving method for linear fractional optimization problem with fuzzy coefficients in the objective function1-Jan-2013International Journal of Computers, Communications and Control; 8(1); 146-152M23