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Supply chain model for the retailer's ordering policy under two levels of delay payments in fuzzy environment
Fuzzy numbers Function Principle
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2010/9/21
In this paper we discuss the retailer’s ordering policy under two levels of delay payments by considering the selling price per item to be higher than the purchasing cost per item. The demand and sell...
Retailer's pricing and ordering strategy for Weibull distribution deterioration under trade credit in declining market
Finance Weibull deterioration trade credit
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2010/9/21
In this research article, an ordering and pricing policy is formulated for a retailer when the supplier offers a delay in payments to settle the accounts against the retailer’s due. The problem is to ...
Ordering subsets of (partially) ordered sets: Representation theorems
partial orders ordering subsets of a poset
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2010/9/20
In many practical situations, we have a (partially) ordered set V of different values. For example, we may have the set of all possible values of temperature, or the set of all possible degrees of con...
Ordering policy for Weibull deteriorating items for quadratic demand with permissible delay in payments
Weibull deterioration trade credit Quadratic demand
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2010/9/26
This paper deals with the development of an inventory model for Weibull deteriorating items in quadratic demand market when delay in payments is allowed to the retailer to settle the account against t...
On the Star Partial Ordering of Normal Matrices
Star partial ordering Normal matrices Eigenvalues
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2008/6/27
On the Star Partial Ordering of Normal Matrices.
The Laplace order and ordering of reversed residual life
Laplace transform order Laplace transform order of reversed residual life
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2010/9/15
The purpose of this paper is to study new stochastic comparisons based on the Laplace transform order of reversed residual life. Some basic properties of the new order are given. We also provide sever...
ORDERING IN AUTOMATED THEOREMPROVING OF DIFFERENTIAL GEOMETRY
Wu's method ordering
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2007/12/11
A new ordering method is proposed for automated theorem proving of differential geometry,by which Cartan's moving frame method can be combined with Wu's elimination principle.