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We find that there exists a unique combination of system parameters such that mode complexity reaches an absolute maximum: in such an optimal case, damping destroys all the normal modes of vibration, and instead, traveling waves are formed.
Similar(59)
Then there exists a unique a.s.s
Then there exists a unique global minimum.
Hence, there exists a unique (U^{n}).
Then there exists a unique such that.
there exists a unique such that (1.6).
Otherwise, there exists a unique endemic equilibrium.
Then there exists a unique -linear mapping such that (319).
Hence, for each, there exists a unique such that and.
For any with, there exists a unique such that ( and ).
for all, then there exists a unique homomorphism satisfying (2.34).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com