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This analysis left 100 orthologs that experienced the strongest relaxation of purifying selection in the symbiont lineages.
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Relatively strong relaxation effects are recognized by surface roughness.
Also, we prove the existence of extremal solutions and a strong relaxation theorem.
Now, we prove the existence of extremal solutions and a strong relaxation theorem.
(1.2) and they established the existence of solutions for inclusions with convex- and nonconvex-valued perturbations, extremal solutions, and a strong relaxation theorem in a strong solution sense.
We prove existence theorems for related partial differential inclusions with convex and nonconvex multivalued perturbations, and obtain an existence theorem on extremal solutions, and a strong relaxation theorem.
The strong relaxation effects appear to be a consequence of cation modification, which results in a network of ionic crosslinks formed by multivalent cation sulfonate interactions.
The plentiful availability of nitrogen atoms during nitriding allows a strong relaxation of the precipitation-induced stress, which is energetically more favorable to the amorphous phase.
They established existence theorems for periodic solutions, extremal periodic solutions and a strong relaxation theorem in Banach spaces, which are similar to those in Xue-Yu [15] in infinite dimensional spaces.
The Lipschitz condition ((H(F _{4})(iv) in [16]) with respect to the second variable u of the multifunction G is essential to get a strong relaxation theorem in Cheng-Cong-Xue [16].
The result is ascribed to utilizing multi-interface magnetic micro-flowers to tune impedance matching, which is accompanied with strong relaxation loss and electrical loss, as well as magnetic loss.
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