Sentence examples for items by considering from inspiring English sources
(2015) developed production inventory model for defective items by considering inflation and time value of money by allowing shortages.
In this paper, the classical EPQ models have been developed for non-instantaneous deteriorating items by considering holding cost as an increasing continuous function of ordering cycle length.
In this paper, the classical economic production quantity (EPQ) model is developed for non-instantaneous deteriorating items by considering a relationship between the holding cost and the ordering cycle length.
When possible, we applied these quality items by considering how and when the initial diagnosis was made, or how the diagnosis was ruled out in the controls.
The researcher may use MSPWin to set a cutoff for H i values and allow the program to automatically "search" for a set of items by considering alternative unidimensional scales (a situation the authors find rather hard to envisage, but nevertheless, it may exist!).
In this way, a rating is predicted for an unobserved user-item pair by considering the similar items he/she already rated.
Another class of researches on inventory model for deteriorating items was developed by considering the deterioration rate as time-proportional.
In this section, EPQ models for non-instantaneous deteriorating items are developed by considering a relationship between the holding cost and the ordering cycle length in two cases.
This one is based on a modular modelling approach of the manufacturing system by using different timed automata models (actuators, sensors, items, and PLC), and by considering the most permissive PLC program.
However, different phenomena, such as changes in the preferences of a user over time or the use of her account by third parties, might affect the accuracy by considering items that do not reflect the actual user preferences.
Participants (seven graduate students: six males and one female) of this experiment were asked to answer each items of ABS-10 by considering two different situations: under-challenging and over-challenging.
