Titlebook: Recent Trends in Applied Mathematics; Select Proceedings o S. R. Mishra,T. N. Dhamala,O. D. Makinde Conference proceedings 2021 The Editor(

索賠

follicle

insurgent

An EOQ Model with Carbon Constraints Without Loss of Generality with Uncertain Cost and Uncertain CThe computational procedure for the defined EOQ model is carried out by using the signed-distance method and expected value technique. Numerical examples are also given to exemplify the proposed model.

凹槽

Semi-analytical Approach to Solve the System of Nonlinear Differential Equations,d to get approximate analytical solution. In the present situation, we adopt the Laplace transformation technique embodies with Adomian decomposition method (ADM). Validation of the present result is also obtained with earlier published work and conformity of the solution achieved.

改變立場(chǎng)

大雨

A Multi-item Deteriorating Inventory Model Under Stock Level-Dependent, Time-Varying, and Price-Senr a known initial inventory. The main objective of this model is to determine the selling price and time length until the inventory reaches zero for each item. To demonstrate our model, one numerical example has been given which is followed by a sensitivity analysis of the major parameters involved in this model.

EXCEL

ERUPT

Study on Analytical Solutions of K-dV Equation, Burgers Equation, and Schamel K-dV Equation with Didifferent analytical methods such as tanh method, sech method, sine-Gordon equation method, . expansion method, and tanh–coth methods. The . method has different types that are used to solved Schamel equation and Schamel–K-dV equation.

MAIM

needle

A Multi-item Deteriorating Inventory Model Under Stock Level-Dependent, Time-Varying, and Price-Seneteriorating items where the demand function is depending on nonlinear selling price, nonlinear time, and inventory stock. The model is developed under a known initial inventory. The main objective of this model is to determine the selling price and time length until the inventory reaches zero for e