Skeletal muscle tissue is composed of multinucleated fi bers that arise at defi ned periods of embryogenesis from fusion of myoblasts (Buckingham et al., 2003). In particular, embryonic and fetal myoblasts, originating from different waves of myoblasts (Cusella-De Angelis et al., 1994; Relaix et al., 2005), give rise to primary (at about embryonic day [E] 11–12) and secondary (at about E15–16) ...

‎it is well known that every (real or complex) normed linear space $l$ is isometrically embeddable into $c(x)$ for some compact hausdorff space $x$‎. ‎here $x$ is the closed unit ball of $l^*$ (the set of all continuous scalar-valued linear mappings on $l$) endowed with the weak$^*$ topology‎, ‎which is compact by the banach--alaoglu theorem‎. ‎we prove that the compact hausdorff space $x$ can ...

in this paper, we introduce the cone normed spaces and cone bounded linear mappings. among other things, we prove the baire category theorem and the banach--steinhaus theorem in cone normed spaces.

Alicia M. Hall,1,2,3 X Benjamin T. Throesch,5 X Susan C. Buckingham,3 Sean J. Markwardt,3 Yin Peng,4 Qin Wang,4 Dax A. Hoffman,5 and X Erik D. Roberson1,2,3 1Center for Neurodegeneration and Experimental Therapeutics, Departments of 2Neurology, 3Neurobiology, and 4Cell, Developmental, and Integrative Biology, University of Alabama at Birmingham, Birmingham, Alabama 35294, and 5Molecular Neuroph...

In the present paper, we study some properties of fuzzy norm of linear operators. At first the bounded inverse theorem on fuzzy normed linear spaces is investigated. Then, we prove Hahn Banach theorem, uniform boundedness theorem and closed graph theorem on fuzzy normed linear spaces. Finally the set of all compact operators on these spaces is studied.

Subsurface migration of greenhouse gases and other gaseous phase contaminants is predominantly controlled by soil gas diffusion coefficient (Dp) and its variations with soil-air content (ε) and soil moisture (or potential) status. Buckingham (1904) stated that Dp is proportional to ε X with X characterizing the tortuosity and connectivity of air-filled pore space. In the Buckingham model, as we...

convexity theory and duality theory are important issues in math- ematical programming. within the framework of credibility theory, this paper rst introduces the concept of convex fuzzy variables and some basic criteria. furthermore, a convexity theorem for fuzzy chance constrained programming is proved by adding some convexity conditions on the objective and constraint functions. finally,...

in this paper the bagley-torvik equation as a prototype fractional differential equation with two derivatives is investigated by means of homotopy perturbation method. the results reveal that the present method is very effective and accurate.