A bstract We introduce a formalism for describing holomorphic blocks of 3 d quiver gauge theories using networks Ding-Iohara-Miki algebra intertwiners. Our approach is very direct and gives an explicit identification the with Dotsenko-Fateev type integrals q -deformed W -algebras. also explain how corresponding to Dynkin diagrams superalgebras arise, write down partition functions -algebras, co...

In this paper, we combine fuzzy calculus, and conformable calculus to introduce the calculus. We define derivative of order $2\Psi $ generalize it derivatives $p\Psi $. Several properties on difference, product, sum, addition two fuzzy-valued functions are provided which used in solution differential equations. Also, examples each case given illustrate utility our results.

We have studied a calculus with rst-class environments which originates from the -calculus. We give a translation of the calculus to a record calculus and show fundamental properties by using the translation. First we give a translation of simply typed calculus ! env into simply-typed record calculus ! record , which is used for proving strong normalization of ! env . Second we introduce a tran...