The genus Lasinus Sharp, 1874 of the Pselaphodes complex of genera (Pselaphitae: Tyrini: Tyrina) is revised. The three so far known species, Lasinus mandarinus Raffray, 1890, Lasinus monticola Sawada, 1961 and Lasinus spinosus Sharp, 1874 are redescribed. Eight new species, Lasinus sinicus sp. n. from China, Lasinus mikado sp. n., Lasinus yamamotoi sp. n., Lasinus inexpectatus sp. n., Lasinus y...

logic circuits for high-speed low-power circuit design W. Belluomini D. Jamsek A. K. Martin C. McDowell R. K. Montoye H. C. Ngo J. Sawada This paper describes a new circuit family—limited switch dynamic logic (LSDL). LSDL is a hybrid between a dynamic circuit and a static latch that combines the desirable properties of both circuit families. The paper also describes many enhancements and extens...

We experimentally demonstrated an enhanced translation of an x-ray beam nearly parallel to the diffracting planes over millimeter distances in a deformed silicon crystal. This effect is a consequence of the Berry-phase effect in phase space [K. Sawada, Phys. Rev. Lett. 96, 154802 (2006)], which enables an interplay between the gap in the dispersion surface in momentum space and the atomic displ...

We study the Bäcklund transformations of integrable geometric curve flows in certain geometries. These curve flows include the KdV and Camassa-Holm flows in the two-dimensional centro-equiaffine geometry, the mKdV and modified Camassa-Holm flows in the two-dimensional Euclidean geometry, the Schrödinger and extended Harry-Dym flows in the three-dimensional Euclidean geometry and the Sawada-Kote...

A one-parameter generalization of the hierarchy negative flows is introduced for integrable hierarchies evolution equations, which yields a wider (new) class non-evolutionary nonlinear wave equations. As main results, several integrability properties these generalized flow equation are established, including their symmetry structure, conservation laws, and bi-Hamiltonian formulation. (The resul...

In this investigation, a novel (3+1)-dimensional Lax integrable Kadomtsev–Petviashvili–Sawada–Kotera–Ramani equation is constructed and analyzed analytically. The Painlevé integrability for the mentioned model examined. bilinear form applied investigating multiple-soliton solutions. Moreover, we employ positive quadratic function method to create class of lump solutions using distinct parameter...