In this note, we construct a new set \boldsymbol{S} of primitive sets such that for any real number x\geq 60 get: \begin{equation*} \sum\limits_{a\in \mathcal{A}}\frac{1}{a(\log a+x)}>\sum\limits_{p\in \mathcal{P}}\frac{1}{p(\log p+x)},\text{ }\mathcal{A\in }{\boldsymbol{S}}, \end{equation*} where \mathcal{P} denotes the prime numbers.

Based on claims in the literature that relevant differences can be found in the lexical choices of translated and non-translated language, this paper sets out to examine potential differences between translated and non-translated texts of the same language with respect to the way words are combined in order to convey meaning. The primary issue under investigation is whether these two varieties ...

laleh samavi was born in rasht,iran in 1979. she received her b.sc. (2002) and m.sc. (2005) degrees from the university of guilan. presently she is working towards her ph.d. degree under supervision of prof. farhad shirini at the university of guilan. her research is focused on the development of synthetic rout of catalysts and their applications in organic chemistry.