Stopping rules for box-constrained stochastic global optimization

Applied Mathematics and Computation, 2008 - Elsevier
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - Applied Mathematics and Computation, 2008 - infona.pl
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[PDF][PDF] Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - Applied Mathematics and Computation, 2008 - cse.uoi.gr
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[PDF][PDF] Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - Applied Mathematics and Computation, 2008 - Citeseer
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[PDF][PDF] Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - Applied Mathematics and Computation, 2008 - cs.uoi.gr
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[PDF][PDF] Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - Applied Mathematics and Computation, 2008 - academia.edu
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[引用][C] Stopping rules for box-constrained stochastic global optimization

IE LAGARIS, IG TSOULOS - Applied mathematics and …, 2008 - pascal-francis.inist.fr
Stopping rules for box-constrained stochastic global optimization CNRS Inist Pascal-Francis
CNRS Pascal and Francis Bibliographic Databases Simple search Advanced search Search …

[PDF][PDF] Stopping Rules for Box-Constrained Stochastic Global Optimization

IE Lagaris, IG Tsoulos - optimization-online.org
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …

[引用][C] Stopping rules for box-constrained stochastic global optimization

IE Lagaris, IG Tsoulos - 2008 - olympias.lib.uoi.gr

[PS][PS] Stopping Rules for Box-Constrained Stochastic Global Optimization

IE Lagaris, IG Tsoulos - cse.uoi.gr
We present three new stopping rules for Multistart based methods. The first uses a device
that enables the determination of the coverage of the bounded search domain. The second …