| Definitions |
Quasi-periodic oscillation is an oscillation [http://identifiers.org/teddy/TEDDY_0000006] that can be described by a quasiperiodic function, i.e. a function f such that f(t)=F(t,...,t) for some continuous function F(t1,...,tn) of n variables that is periodic with respect to t1,...,tn with periods w1,...,wn, respectively. All the w1,...,wn are required to be strictly positive and their reciprocals p1,...,pn have to be rationally linearly independent.
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| definition |
Quasi-periodic oscillation is an oscillation [http://identifiers.org/teddy/TEDDY_0000006] that can be described by a quasiperiodic function, i.e. a function f such that f(t)=F(t,...,t) for some continuous function F(t1,...,tn) of n variables that is periodic with respect to t1,...,tn with periods w1,...,wn, respectively. All the w1,...,wn are required to be strictly positive and their reciprocals p1,...,pn have to be rationally linearly independent.
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