In this study, an alpha power inverted Kumaraswamy (APIK) distribution is introduced. The APIK de- rived by applying transformation to distribution. Some submodels and limiting cases of the are obtained as well. To best authors’ knowledge, some these distributions have not been introduced yet. Statistical inference distribution, including survival hazard rate func- tions, obtained. Unkno...

The membrane fatty acid composition of cancer cells can be modified either in culture or during growth in animals without disrupting basic membrane or cellular integrity. Only fatty acids are affected; no changes occur in membrane cholesterol, phospholipid, or protein content. There are changes in membrane physical properties and certain cellular func tions, including carrier-mediated transport...

In this paper we study self applicative theories of operations and binary words in the context of polynomial time computability We propose a rst order theory PTO which allows full self application and whose provably total functions on W f g are exactly the polynomial time computable func tions Our treatment of PTO is proof theoretic and very much in the spirit of reductive proof theory

We discuss whether on not it is possible to have interpolatory estimates in the approximation of a function Sobolev`s space by polynomials. The prob-lem positive estimate pointwise degree approxi-mation r times continuously differentiable and func-tions [0, 1]. Estimates form (1) for are known ([1, 2]). problem monotone that estimating de-gree nondecreasing bymonotone were proved [3, 4, 7]. In ...

The Hilbert spaces for stable scattering states and particles are determinedby the representations of the characterizing Euclidean and Poincaré group andgiven, respectively, by the square integrable functions on the momentum 2-spheres for a fixed absolute value of momentum and on the energy-momentum3-hyperboloids for a particle mass. The Hilbert spaces for the correspondingu...

We establish relations between the existence of the L-superharmonic functions that have compact level sets (L being the generator of a right Markov process), the path regularity of the process, and the tightness of the induced capacities. We present several examples in infinite dimensional situations, like the case when L is the Gross-Laplace operator on an abstract Wiener space and a class of ...