Global optimization based on a statistical model and simplicial partitioning

By A. Žilinskas, Julius Zilinskas. 2002

42 citations recorded by the source corpus.

Abstract A statistical model for global optimization is constructed generalizing some properties of the Wiener process to the multidimensional case. An approach to the construction of global optimization algorithms is developed using the proposed statistical model. The convergence of an algorithm based on the constructed statistical model and simplicial partitioning is proved. Several versions of the algorithm are implemented and investigated.

Subfields: Computer Networks and Communications, Food Science, Mathematical Physics

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computer Networks and Communications

  1. Nando de Freitas
  2. Eric Brochu
  3. Vlad M. Cora
  4. Ruben Martinez-Cantin
  5. José A. Castellanos
  6. Arnaud Doucet
  7. Julius Zilinskas
  8. Kirthevasan Kandasamy

In Food Science

  1. Nando de Freitas
  2. Eric Brochu
  3. Vlad M. Cora
  4. Julius Zilinskas

In Mathematical Physics

  1. Nando de Freitas
  2. Eric Brochu
  3. Vlad M. Cora
  4. Arnaud Doucet
  5. Julius Zilinskas

Citations in the corpus