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Lemma 2.1 ([9] Global continuation theorem).
The proofs are mainly based on topological degree arguments and the global continuation theorem.
In this section, we study the global continuation of periodic solutions bifurcating from the positive equilibrium.
In [8], the author studied global continuation result for the singular problem.
Special attention is paid to the global continuation of local Hopf bifurcation when the delay (tau _{1}neqtau_{2}).
Methods are presented for seeking all roots, real and complex, to single, nonlinear equations using global continuation with fixed-point and Newton homotopies.
Similar(42)
A global-continuation and least-squares formulation has been investigated, e.g., in [25]; such formulations are especially interesting for the localization of many agents because these algorithms are less resource-demanding than SDP and SOCP formulations.
Guillarmou [115] showed that the evenness condition was needed for a global meromorphic continuation and clarified the construction given in [176].
To obtain larger strips turns out to be as difficult as obtaining global meromorphic continuation (which proceeds strip by strip; in the case of ( C^k ) flows the meromorphy only holds in a strip of size depending on k see [109]; our microlocal arguments give that as well but with less precision).
The scientists said the evidence still clearly pointed to a continuation of global warming in the coming decades as greenhouse gases in the atmosphere contribute to climate change.
Merely relying on global growth (and the continuation of recent improvements in development policy) to eradicate extreme poverty is simply not a viable course.
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