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	bibo:abstract "In this paper we study a one-dimensional random motion by having a general Erlang\r\ndistribution for the sojourn times and we obtain higher order hyperbolic equations for this case. We\r\napply the methodology of random evolutions to ¯nd the partial di®erential equations governing the\r\nparticle motion and we obtain a factorization of these equations. As a particular case we ¯nd the linear\r\nbiwave equation for the symmetric motion case and 2-Erlang distributions for the sojourn times of a\r\nsemi-Markov evolution."^^xsd:string;
	bibo:authorList <http://eprints.zu.edu.ua/id/eprint/13382#authors>;
	bibo:issue "4";
	bibo:status <http://purl.org/ontology/bibo/status/peerReviewed>,
		<http://purl.org/ontology/bibo/status/published>;
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	dct:date "2005";
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	dct:subject <http://eprints.zu.edu.ua/id/subject/QA77>;
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	foaf:familyName "Rodríguez-Dagnіno"^^xsd:string;
	foaf:givenName "Ramón М."^^xsd:string;
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