This work presents an analytical solution for the current density or the diffusion flux of an amperometric biosensor which simulates the experimental work (Romero et al. Sens. Actuators B Chem. 162: 284-291, 2012). A diffusion equation-based model that involves non-linearity relating to enzyme kinetics has been discussed widely. Diffusion and their reactions within the enzyme matrix (sandwich type), an amperometric biosensor for the steady-state condition has been discussed. A closed-form of analytical expressions of concentrations corresponding to the biosensor current for the steady-state condition is derived using the modified Adomian decomposition method (MADM). The analytical results are compared with the experimental and numerical results. The obtained analytical current curve fits very well with the experimental current curves.

The purpose of this paper is to study the concept of irresolute functions and contra irresolute functions in Nano Topological spaces and its related properties. Also we introduce the notion called contra nano alpha irresolute function, contra nano semi irresolute function and contra nano pre irresolute function and examined their properties. At every places the new notions have been substantiated with suitable examples. Finally we discuss some of the real time applications

Speech analysis is essential for identification of emotion type of a speaker that has different kind of parameters like fundamental frequency, intensity, formant, duration, MFCC etc. In speech synthesis system, syllabification is considered as the backbone. The rules of this process varies different kind of languages. The main objective of this work is the syllable based intonation analysis. In this paper, we can design the structure of syllabic that can made the syllables of Assamese words, which will be introduced in later into speech synthesis system.
Here, we present the extended multi-index Bessel-Maitland function (EMBMF) defined using the extended beta function and investigate it,s several properties including, integral representation, derivatives, beta transform and Mellin transform. The relationships of the said function (EMBMF) with the Leguerre polynomial and Whittakar function respectively, are also elaborated. Further, image formulas for the extended multi-index Bessel-Maitland function are also investigated using fractional calculus operators.All the derived results generalize plentiful well-known results and can be used to derive a number of pertinent results in the theory of special functions

We introduce Soft A_RS Closed set on Soft topological Spaces and study some of their properties. We also investigate the concepts of Soft A_RS homeomorphisms and also discuss their relationship with other Soft homeomorphisms. Also Counter examples are given to show the non coincidence of these functions.

Hack-proof communication systems are much anticipated by society. In the current scenario, the conveyance of information is employed within the worldwide realm without a hitch. However, there is a need for a secured transformation against eavesdropping. Quantum information science commences a track for genuine communication systems. Nonclassical states, states with a lack of classical description, are the key elements of quantum information
processes, such as quantum teleportation, quantum cryptography, etc. This work is intended to examine the nonclassicality of the quantum states generated via filtration from the coherent state. The Coherent state borders the classical quantum transition and it can be expressed as the infinite superposition of photon number states. There is a possibility to create an array of nonclassical states by removing one or a combination of number states from the coherent state either regularly or randomly. Three nonclassical criteria have been chosen as the witness of nonclassicality namely, Klyshko, Vogel, Agarwal and Tara criteria. The states tailored by the filtration process violate all three nonclassical criteria thus, exhibit their superior nonclassicality.