We study two bases of the vector space of immanants of C[x1,1, . . . , xn,n]: the bitableaux basis of Désarménien-Kung-Rota, and a subset of the dual canonical basis called the basis of Kazhdan-Lusztig immanants. We show that the transition matrix between these bases is unitriangular, describe new vanishing results for the Kazhdan-Lusztig immanants, and relate both bases to other immanants defi...

In this paper, we construct two new families of eighth-order methods for solving simple roots of nonlinear equations by using weight function and interpolation methods. Per iteration in the present methods require three evaluations of the function and one evaluation of its first derivative, which implies that the efficiency indexes are 1.682. Kung and Traub conjectured that an iteration method ...

Abstract The article recounts the transnational political activities of Situ Meitang, who led Hongmen Chee Kung Tong in Americas support Nationalist government during Second World War. At end Chinese Civil War, he endorsed People’s Republic China and settled Beijing. shows that current biographies ignore complexity his ideas, including a desire for democracy economic development southern China....

The present study consists of new analyses of systematic observations of Kung infants made by Konner during the late 1960s and early 1970s. Our intent was to examine claims about the role of object sharing in development by describing how Kung infants develop interest in objects and how their caregivers act toward them when they are engaged in object-related acts. Results indicated that infants...

Biol. 82:559-564. 6. Hiwatashi, K., N. Haga, and M. Takahashi. 1980. Restoration of membrane excitability in a behavioral mutant of Paramecium caudatum during conjugation and by microinsection wild-type cytoplasm. J. Cell Biol. 84:476-480. 7. Haga, N., Y. Saimi, M. Takahashi, and C. Kung. 1983. Intraand inter-specific complementation of membrane-inexcitable mutants of Paramecium. J. Cell Biol. ...

In this study an area optimized Dadda multiplier with a data aware Brent Kung adder in the final addition stage of the Dadda algorithm for improved efficiency has been described in 45 nm technology. Currently the trend is to shift towards low area designs due to the increasing cost of scaled CMOS. An area reduced full adder is the key component in our design. It uses lesser number of gates than...