In this work we present a new local to global criterion for proving form of high dimensional expansion, which term cosystolic expansion. Applying on Ramanujan complexes yields every dimension an infinite family bounded degree with the topological overlap property. This answers open question raised by Gromov.

background: carpal tunnel syndrome (cts) is a compression neuropathy that causes paresthesia, pain or numbness in the territory of median nerve. the aim of this study is to compare the open surgery outcome and patients` satisfaction in carpal tunnel syndrome among diabetic and non-diabetic patients. methods: in a retrospective cohort study from april 2011 to june 2012, patients suffered from ca...

Security plays a vital role in the design; development and practical use of the distributed computing environment, for greater availability and access to information in turn imply that distributed systems are more prone to attacks. The need for practical solutions for secure networked system management is becoming increasingly significant. Any cooperative network should be supplied with differe...

Chronic administration of the tricyclic antidepressant clomipramine to neonatal rats from postnatal days 8 to 21 is reported to induce several behavioral changes in adult life, and it may serve as an animal model of human depressive disorder. Findings include increased immobility time in the forced swim test and locomotor hyperactivity in the open field test. Clomipramine is a serotonergic reup...

Several holistic schedulability tests exist in the literature, but they are not always used in the industry. One possibility to increase the usability of such tests, by system designers, is to implement them in scheduling analysis tools. This paper shows an experience on applying holistic schedulability tests to an industrial TDMA software radio protocol from Thales, by implementing the tests i...

assume that $mathbb{d}$ is the open unit disk. applying ozaki's conditions, we consider two classes of locally univalent, which denote by $mathcal{g}(alpha)$ and $mathcal{f}(mu)$ as follows begin{equation*}  mathcal{g}(alpha):=left{fin mathcal{a}:mathfrak{re}left( 1+frac{zf^{prime prime }(z)}{f^{prime }(z)}right)