Ž . We compute complete including both body and surface waves synthetic seismograms for laterally and vertically Ž . heterogeneous Earth models using the Direct Solution Method DSM . We use the optimally accurate modified operators w derived by Geller and Takeuchi Geller, R.J., Takeuchi, N., 1995. A new method for computing highly accurate DSM x w synthetic seismograms. Geophys. J. Int. 123, 44...

Takeuchi Mfg.'s core products are compact excavators, track loaders, and other compact construction equipment used to build homes and other buildings. Internet of Things (IoT) utilization has recently become a major topic in the manufacturing industry, and Takeuchi Mfg. has set its sights on leveraging IoT as it continues to push reforms, implement a wide variety of IT systems, and build new fa...

The case is reported of a 7-year-old Czech boy with an obliterating disorder of the large intracranial arteries with formation of an extensive collateral network of blood vessels of the `rete mirabile' type. It is analogous to cases described under the names `abnormal cerebrovascular network', `occlusion of the circle of Willis', or the `moyamoya disease' by Japanese authors.

In mammalian eggs, glycogen may well play an important role as an energy source during cleavage. Although the presence of glycogen in rat and rabbit eggs and the fluctuation of its concentration during development have been reported (ISHIDA 1954, 1963), histochemical demonstration of enzymes related to glycogen metabolism has not yet been published. Studies of glycogen metabolism are generally ...

Monoctenus lechkhumensis sp.n. is described from Georgia, Dogurashi and compared to nipponicus Takeuchi, 1940.

I present an asymptotic formula for the Takeuchi numbers Tn. In particular, I give compelling numerical evidence and present a heuristic argument showing that Tn ∼ CT Bn exp 1 2 W (n) as n tends to infinity, where Bn are the Bell numbers, W (n) is Lambert’s W function, and CT = 2.239 . . . is a constant. Moreover, I show that the method presented here can be generalized to derive conjectures fo...

In this paper, we present a short proof of the following theorem due to Takeuchi. Theorem A. (Takeuchi [Ta], [Su]) Let Ω be a pseudoconvex domain with C 2-smooth boundary in a Kähler manifold M 2n and r = d(x, bΩ). Suppose that the Kähler manifold M 2n has holomorphic bisectional curvature ≥ 1. Then the second fundamental form of bΩ (−t) satisfies: i∂ ¯ ∂(−r)(ζ, ¯ ζ) ≥ rζ 2 for all ζ ∈ T 1,0 x ...