Stretch it!
نویسندگان
چکیده
منابع مشابه
If you stretch it, they will come
n page 703, Kelso et al. complete the trilogy of actin papers with a detailed biochemical analysis of the Drosophila Kelch protein. Like the Arp2/3 complex, Kelch is required for proper actin organization in ovarian ring canals. Although the structure of Kelch suggested that it might act as a dimeric actin cross-linking protein, this activity had not yet been demonstrated. In an impressive seri...
متن کاملAverage Stretch Factor: How Low Does It Go?
In a geometric graph, G, the stretch factor between two vertices, u and w, is the ratio between the Euclidean length of the shortest path from u to w in G and the Euclidean distance between u and w. The average stretch factor of G is the average stretch factor taken over all pairs of vertices in G. We show that for any set, V , of n points in Rd , there exists a geometric graph with vertex set ...
متن کاملIs it okay to stretch when I am still sore?
You certainly don't want to cause more harm than good. Without an in-person evaluation, the exact reason behind your soreness cannot be determined. As your soreness cannot be safely assessed via the internet, specific recommendations cannot be made as to whether stretching would be appropriate under your current conditions. It's safe to say some soreness may be due to the new way you are using ...
متن کاملApplication Stretch Physical Memory ISD Broker Stretch
Recent developments in the area of memory management have focused on reducing the eeects of the disk latency problem. These developments include the use of a compressed cache and the utilisation of memory on remote hosts. Further developments in the areas of Quality of Service (QoS) provision and user-level virtual memory have provided the impetus for a more spe-cialised run-time environment th...
متن کاملOn Stretch curvature of Finsler manifolds
In this paper, Finsler metrics with relatively non-negative (resp. non-positive), isotropic and constant stretch curvature are studied. In particular, it is showed that every compact Finsler manifold with relatively non-positive (resp. non-negative) stretch curvature is a Landsberg metric. Also, it is proved that every (α,β)-metric of non-zero constant flag curvature and non-zero relatively i...
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ژورنال
عنوان ژورنال: Nature Nanotechnology
سال: 2008
ISSN: 1748-3387,1748-3395
DOI: 10.1038/nnano.2008.271