Improvement effects on appetite and host defense in patients undergoing chemotherapy for pulmonary tuberculosis.

Positions where the Nimsum of the quotients of the pile sizes divided by 2 is 0, and where the restriction is “the number of sticks taken must not be equivalent to 1 modulo

In this paper we discover some new Schur positive differences of skew Schur functions and use them to derive a result on the basis of symmetric functions consisting of skew

Both families of spaces seen to be different in nature: on the one hand, Branciari’s spaces are endowed with a rectangular inequality and their metrics are finite valued, but they

We believe it will prove to be useful both for the user of critical point theorems and for further development of the theory, namely for quick proofs (and in some cases improvement)

The idea of applying (implicit) Runge-Kutta methods to a reformulated form instead of DAEs of standard form was first proposed in [11, 12], and it is shown that the

In Section 3 using the method of level sets, we show integral inequalities comparing some weighted Sobolev norm of a function with a corresponding norm of its symmetric

Com- pared to the methods based on Taylor expansion, the proposed symplectic weak second-order methods are implicit, but they are comparable in terms of the number and the complexity

L. It is shown that the right-sided, left-sided, and symmetric maximal functions of any measurable function can be integrable only simultaneously. The analogous statement is proved