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Autori: Martinez JM

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Naslov Inexact restoration for derivative-free expensive function minimization and applications (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, (2022), vol. 410 br. , str. -
Projekat FAPESP, Brazil [2013/07375-0, 2016/01860-1, 2018/24293-0]; CNPq, Brazil [302538/2019-4, 302682/2019-8]; Serbian Ministry of Education, Science, and Technological Development, Serbia
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Iteration and Evaluation Complexity for the Minimization of Functions Whose Computation Is Intrinsically Inexact (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info MATHEMATICS OF COMPUTATION, (2020), vol. 89 br. 321, str. 253-278
Projekat FAPESPFundacao de Amparo a Pesquisa do Estado de Sao Paulo (FAPESP) [2013/03447-6, 2013/05475-7, 2013/07375-0, 2014/18711-3, 2016/01860-1]; CNPqNational Council for Scientific and Technological Development (CNPq) [309517/2014-1, 303750/2014-6]; Serbian Mi
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov On the Employment of Inexact Restoration for the Minimization of Functions Whose Evaluation Is Subject to Errors (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info MATHEMATICS OF COMPUTATION, (2018), vol. 87 br. 311, str. 1307-1326
Projekat Brazilian agency FAPESP [2010/10133-0, 2013/03447-6, 2013/05475-7, 2013/07375-0, 2014/18711-3]; Brazilian agency CNPq [309517/20141, 303750/2014-6]; Serbian Ministry of Education, Science, and Technological Development [174030]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov On the minimization of possibly discontinuous functions by means of pointwise approximations (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info OPTIMIZATION LETTERS, (2017), vol. 11 br. 8, str. 1623-1637
Projekat Brazilian agency FAPESP [2010/10133-0, 2013/03447-6, 2013/05475-7, 2013/07375-0, 2014/18711-3]; Brazilian agency CNPq [309517/2014-1, 303750/2014-6]; Serbian Ministry of Education, Science, and Technological Development [174030]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Inexact Restoration Approach for Minimization with Inexact Evaluation of the Objective Function (Article)
Autori Krejic Natasa Martinez JM 
Info MATHEMATICS OF COMPUTATION, (2016), vol. 85 br. 300, str. 1775-1791
Projekat Serbian Ministry of Education, Science, and Technological Development [174030]; FAPESP (Fundacao de Amparo a Pesquisa do Estado de Sao Paulo under projects CEPID-Cemeai on Industrial Mathematics) [2013/07375-0, PT 2006/53768-0]; CNPq [300933-2009-6, 40092
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Low order-value approach for solving VaR-constrained optimization problems (Article)
Autori Birgin EG Bueno LF Krejic Natasa Martinez JM 
Info JOURNAL OF GLOBAL OPTIMIZATION, (2011), vol. 51 br. 4, str. 715-742
Projekat PRONEX-Optimization (PRONEX-CNPq/FAPERJ)[E-26/171.510/2006-APQ1]; FAPESP[2005/57684-2, 2006/53768-0, 2007/06663-0, 2009/10241-0]; CNPq; Ministry of Science and Technological Development, Republic of Serbia[144006]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov An interior-point method for solving box-constrained underdetermined nonlinear systems (Article)
Autori Francisco JB Krejic Natasa Martinez JM 
Info JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, (2005), vol. 177 br. 1, str. 67-88
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Naslov Globally convergent inexact quasi-Newton methods for solving nonlinear systems (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info NUMERICAL ALGORITHMS, (2003), vol. 32 br. 2-4, str. 249-260
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Naslov Solution of bounded nonlinear systems of equations using homotopies with inexact restoration (Article)
Autori Birgin EG Krejic Natasa Martinez JM 
Info INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, (2003), vol. 80 br. 2, str. 211-222
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Naslov Validation of an augmented lagrangian algorithm with a Gauss-Newton Hessian approximation using a set of hard-spheres problems (Article)
Autori Krejic Natasa Martinez JM Mello M Pilotta EA 
Info COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, (2000), vol. 16 br. 3, str. 247-263
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