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The results for evolution and medicine are striking (See Fig. 1).
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Existence results for semilinear evolution equations with nonlocal conditions were investigated in [4 6].
We discuss the implications of our results for biological evolution and for evolutionary optimization techniques.
So we think there is a real need to concern existence results for fractional evolution equation on an unbounded interval.
Finally, the implications of the results for the evolution of the atmospheres of Earth-like planets are discussed.
Experimental measurements and simulation results for the evolution of plastic deformation and hardening in micropillars are compared.
By the well-known monotone iterative technique, Mu and Li [27] obtained existence and uniqueness results for fractional evolution equations without mixed type operators in nonlinearity.
Very recently, Wang and Zhou [15] studied the existence and controllability results for fractional evolution differential inclusions involving the Caputo derivative in Banach spaces.
The variance to mean ratios for the number of substitutions per unit time are consistent with experimental results for protein evolution.
Implications of the empirical results for the evolution of the late 2000 crisis and the potential aftermath courses of the global economy are discussed.
With the methods of adaptive dynamics, we derive both analytical and numerical results for the evolution of immigration when life-history traits are patch-type dependent.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com