Detail publikace
Number theoretical views on resonant Rossby wave triads: graphs with vertices on quartics
Originální název
Number theoretical views on resonant Rossby wave triads: graphs with vertices on quartics
Anglický název
Number theoretical views on resonant Rossby wave triads: graphs with vertices on quartics
Jazyk
en
Originální abstrakt
The paper provides new insights and new results for resonance triads of Rossby waves which are described as solutions of a Diophantine equation: we have derived a new description using undirected graphs and we have proven their most essential properties as well as a suitably complementary description by fourth degree curves - bicircular quartics.
Anglický abstrakt
The paper provides new insights and new results for resonance triads of Rossby waves which are described as solutions of a Diophantine equation: we have derived a new description using undirected graphs and we have proven their most essential properties as well as a suitably complementary description by fourth degree curves - bicircular quartics.
BibTex
@article{BUT158453,
author="Miroslav {Kureš}",
title="Number theoretical views on resonant Rossby wave triads: graphs with vertices on quartics",
annote="The paper provides new insights and new results for resonance triads of Rossby waves which are described as solutions of a Diophantine equation: we have derived a new description using undirected graphs and we have proven their most essential properties as well as a suitably complementary description by fourth degree curves - bicircular quartics.",
address=""Education and Upbringing" Publishing",
chapter="158453",
howpublished="print",
institution=""Education and Upbringing" Publishing",
number="3",
volume="22",
year="2019",
month="october",
pages="285--291",
publisher=""Education and Upbringing" Publishing",
type="journal article in Web of Science"
}