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Another simpler way of using the BLR classifier is to combine all the generated trees to create an overall consensus tree and extract one set of bifurcating subtree input based on the gold standard Bergey bifurcation set.
Figure 3 The bifurcation set and phase portraits for ( 3.4 ).
A systematic approach for drawing the global observable bifurcation set from the local one is presented.
These changes are called bifurcations and the parameter values are called a bifurcation set.
Figure 6 The bifurcation set and phase portraits for ( 3.7 ) with (pmb{m=2}).
We study the bifurcation set and phase portraits of the planar dynamical system (8).
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The software package AUTO is used to numerically study the bifurcation sets and limit cycle solutions bifurcating from the Hopf bifurcation points.
Bifurcation sets are calculated to clarify this influence.
Our approach relies on geometric construction of bifurcation sets, numerical continuation, and random sampling of parameters.
The parameter space is divided by hypersurfaces called bifurcation sets into regions having different dynamic features.
By the stability analysis, the saddle-node and Hopf bifurcation sets are obtained in parameter spaces.
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