Population growth in random environments: which stochastic calculus?

• Autor(es): Braumann, Carlos A.
• Data: 2008
• Identificador Persistente: http://hdl.handle.net/10174/1309
• Origem: Repositório Científico da Universidade de Évora
• Assunto(s): Itô calculus; Stratonovich calculus; stochastic differential equations; population growth
• Tipo de Documento: Parte ou capítulo de livro
• Idioma: Inglês
• Editor(es): International Statistical Institute

Descrição

Refereed scientific paper on stochastic differential equation models of population growth in random environments with resolution of the controversy on the use of Itô or Stratonovich calculus (extension to density-dependent noise intensities). The paper is in press in the Bulletin of ISI containing the Proceedings of the 56th Session of the ISI (2007). An electronic version is available.