Reply to comment on: Dietary yeasts reduce inflammation in central nervous system via microflora Kazushiro Takata, Takayuki Tomita, Tatsusada Okuno, Makoto Kinoshita, Toru Koda, Josephe A. Honorat, Masaya Takei, Kouichiro Hagihara, Tomoyuki Sugimoto, Hideki Mochizuki, Saburo Sakoda & Yuji Nakatsuji* Department of Neurology, Osaka University Graduate School of Medicine D4, 2-2 Yamada-oka, Suita,...

This is the second part of a paper about the classification of 2-compact groups. In the first part we set up a general classification procedure and applied it to the simple 2-compact groups of the A-family. In this second part we deal with the other simple Lie groups and with the exotic simple 2-compact group DI(4). We show that all simple 2-compact groups are uniquely N -determined and conclud...

The paper presents a morphological analysis of the palatine torus of the Cracovian skull dated from XV-XVIIIth century. The cranial collection analysed comprised 98 skulls with the hard palate preserved but only 27 male and 28 female skulls showed the palatine torus. The length, breadth and height of the palatine torus were measured, and a visual inspection of the position and form of the torus...

Torus palatinus (TP) and torus mandibularis (TM) are non-pathological outgrowths of unclear etiology that develop from the jaw bone. The purpose of the present study was to report on the prevalence, shape and location of TP and TM in the population of the Central Dalmatian region, Croatia. The study comprised of 1679 subjects, 985 females and 694 males, age range from 9 to 99 years who were exa...

Petersen-Gaussian (PG) networks are a broad family of interconnection networks for multi processor systems proposed recently. In this paper, a special case of PG networks, called PetersenTwisted-Torus (PTT) network, is considered. We analyze the diameter of PTT network, and find that PTT has smaller diameter and lower costing requirement than the well-known honeycomb mesh, diagonal mesh, torus,...

In [8] we introduced the notion of a local torus actions modeled on the standard representation (we call it a local torus action for simplicity), which is a generalization of a locally standard torus action. In this note we define a lifting of a local torus action to a principal torus bundle, and show that there is an obstruction class for the existence of liftings in the first cohomology of th...

(1) Study the class of hyper-Kähler manifolds which are hyper-Kähler reductions of finite dimensional quaternion vector spaces by products of unitary groups. (Probably it is better to assume that the action is linear.) Besides quiver varieties, hyper-Kähler toric varieties in the sense of Bielawski and Dancer [2] are such examples. When the quotients are nonsingular ? How much of geometric prop...