Objective:Mold contamination of cakes and the possibility of mold growth can pose a serious health problem. Bakery products include various ingredients, which regularly contain molds. These microorganisms on cakes can come from the air, contaminated packaging materials and other sources.Methods: In this study, a total of 500 fungal isolates representing 36 species, were identified from cake sam...

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We study the semi-local convergence of a three-step Newton-type method for solving nonlinear equations under classical Lipschitz conditions first-order derivatives. To develop analysis, we use approach restricted regions in combination with majorizing scalar sequences and our technique recurrent functions. Finally, numerical example is given.

We present an estimate approach to compute the viscoplastic behavior of a polymer matrix composite (PMC) under different thermomechanical environments. This investigation incorporates computational neural network as the tool for deter-mining the creep behavior of the composite. We propose a new second-order learning algorithm for training the multilayer networks. Training in the neural network ...

objective:mold contamination of cakes and the possibility of mold growth can pose a serious health problem. bakery products include various ingredients, which regularly contain molds. these microorganisms on cakes can come from the air, contaminated packaging materials and other sources.methods: in this study, a total of 500 fungal isolates representing 36 species, were identified from cake sam...

In recent years, some Newton-type schemes with noninteger derivatives have been proposed for solving nonlinear transcendental equations by using fractional (Caputo and Riemann–Liouville) conformable derivatives. It has also shown that the methods improve performance of classical schemes. this manuscript, we design point-to-point higher-order multipoint procedures propose a general technique to ...