The purposes of this study were to: 1) determine if the critical heart rate (CHR) model for cycle ergometry can be applied to treadmill running; and 2) examine the times to exhaustion (T lim) as well as the ! VO 2 , ratings of perceived exertion (RPE), electromyographic amplitude (EMG AMP) and mean power frequency (MPF) responses during constant heart rate (HR) runs at CHR-5 b·min-1 (CHR-5), CH...

A Close Relationship protein interactions. LHX proteins have a conserved structure in which two distinct LIM domains are placed N-terminal of a centrally located DNA binding homeodomain, while the C-termi-Homeobox genes are the prototypical patterning fac-nal region contains activating, repressing, and possibly tors. There is hardly a patterning process, establishment other functional elements ...

This note provides provides proofs for several of the claims made in our paper “Dynamics of Rate-of-Return Regulation,” referenced from heron as Nezlobin, Rajan and Reichelstein (2011). The following two proofs provide details for the claims in Substeps B1 and C1 of Proposition 2 in Nezlobin, Rajan and Reichelstein (2011). Sub-Step B1. If state θt is feasible for some t, Pt (K (θ ′ t)) = p∞, an...

Caffeine increases time to fatigue [limit of endurance (T(lim))] during submaximal isometric contractions without altering whole muscle activation or neuromuscular junction transmission. We used 10 male volunteers in a randomized, double-blind, repeated-measures experiment to examine single motor unit firing rates during intermittent submaximal contractions and to determine whether administerin...

We present a new method for fitting peculiar velocity models to complete flux limited magnitude-redshifts catalogues, using the lumi-nosity function of the sources as a distance indicator. The method is characterized by its robustness. In particular, no assumptions are made concerning the spatial distribution of sources and their luminosity function. Moreover the inclusion of additional observa...

and Applied Analysis 3 B∞ There is h ∈ C Ω,R such that ∣∣f x, z ∣∣ ≤ h x , ∀ x, z ∈ Ω × R2, ∣∣g x, z ∣∣ ≤ h x , ∀ x, z ∈ Ω × R2. 1.8 Under these hypotheses, system 1.1 is asymptotically quadratic at infinity due to the presence of a linear part given by the function A ∈ S2 Ω . In addition, when λk A 1 for some k ≥ 1 the problem 1.1 becomes resonant. In this case, in order to obtain existence an...