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These neural stem cells (NSCs) exhibited significantly different growth and differentiation depending upon fiber dimension and pattern.
In this paper we study the fiber dimension of invariant subspaces for a large class of operators.
The purpose of this paper is to use the fiber dimension to reformulate the property such that it naturally extends the scalar-valued case, yet fix the vector-valued case in a meaningful way.
In particular, for the Bergman space L2a we exhibit examples of invariant graph subspaces of fiber dimension 2 such that AM does not have any nontrivial invariant subspaces that are defined by linear relations of the graph transformations for M.
In the present research, pullout performances of hooked end fibers embedded in ultra-high performance concrete matrix under various inclination angles are systematically investigated, with special attention on fiber dimension and embedded length.
An increase of 10-bp NRL does not affect the overall structure of chromatin fiber, but changes the fiber dimension from approximately Φ27.2 × 28.7 nm for 177-bp NRL to approximately Φ29.9 × 27.0 nm for 187-bp NRL, which is consistent with the fundamental prediction of a basic zigzag two-start helix model.
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Fig. 1 Illustration of a tapered fiber dimensions.
Open image in new window Fig. 2 Steel fiber dimensions, ref. Table 2.
Due to the small fiber dimensions, high-quality images with appropriate magnifications are required.
Neurites extended radially on random scaffolds, whereas aligned scaffolds directed neurite outgrowth for all fiber dimensions.
The Group Velocity Dispersion (GVD) of HC-PCF can be compensated at a given wavelength by scaling the fiber dimensions.
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