Sentence examples for exist in the left from inspiring English sources
However they also show that at least two large-scale previously unreported cochleotopic maps beyond core and belt areas exist in the right hemisphere, and at least three exist in the left hemisphere (with mirror symmetry axis flipping from STG to STS (Figs. 2, 3).
The two Tg-250SB clones turned to be sensitive to Tet, whose resistance gene exists in the left end of the Tg-110-Inverted insert and was removed by the fusion, suggesting correct recombination occurs to extend the insert.
We find consequently the following curious summation formula where the parameter b only exists in the left-hand side.
The projection of the model's viable parameter points onto and (Fig. 2B, blue region) shows that now both parameters are negligible, as viable points exist in the lower left corner of the parameter region.
A study of EEG coherence and phase found that different development patterns exist in the right and left hemispheres [36].
The networks that govern our phonological processing skills, which are necessary for reading, usually exist primarily in the left side of our brains, and the researchers saw activation in that area for the children without a familial risk of dyslexia.
When the student submit the first constructed solution item, the system checks both the rule and its value that exists in the right and left hand sides over the scripting file hierarchical tags.
Since some artifacts still exist in both left and right disparity maps, we further propose multi-step disparity refinement scheme to achieve the final robust disparity map.
In conclusion, it appears that a true correlation between GC-content and the distance covered by the replication forks only exist in Sakl0C-left.
A function f ∈ ( T, R ) is called rd-continuous if it is continuous in right-dense points and if the left-sided limits exist in left-dense points, while f is called regressive if 1 + μ ( t ) f ( t ) ≠ 0. C rd denotes the set of rd-continuous functions, while R denotes the set of all regressive and rd-continuous functions, and R + = { f | f ∈ R, 1 + μ ( t ) f ( t ) > 0, ∀ t ∈ T }.
