In this paper, a generalization of the q-Meyer-K?nig and Zeller operators by means (p,q)- calculus is introduced. Some approximation results for (p,q)-analogue Meyer-K?nig denoted Mn,p,q 0 < q p ? 1 are obtained. Also we investigate classical statistical versions Korovkin type based on proposed operator. Furthermore, some graphical examples convergence presented.

Particle verbs have challenged linguistic analysis because of their unique and sometimes contradictory characteristics. A verb particle combination behaves like a complex V 0 in some respects. For instance, on the one hand, the semantics of look up (the information) is not compositionally transparent and thus must be stored in the lexicon. Some morphosyntactic properties also indicate that a pa...

A sárgarépa, a burgonya és gumós zeller olyan zöldségnövények, amelyeket nagy mennyiségben használnak termelés folyamán vendéglátóiparban közétkeztetésben egyaránt. Ennek ellenére gyakorlatban konyhákon még mindig inkább kézi erővel tisztítják ezeket gépi tisztításra is alkalmas zöldségeket. Azonban tisztítás gazdaságosabb gyorsabb előkészítést eredményezhetne, amely nem elhanyagolható szempont...

Suppose that (Lm)m≥1 is a given sequence of linear and positive operators. Starting with the mentioned sequence, the new sequence (Km)m≥1 of linear and positive operators is constructed. For the operators (Km)m≥1 a convergence theorem and a Voronovskaja-type theorem are established. As particular cases of the general construction, we refined the Bernstein’s operators, the Stancu’s operators, th...