Exam 2 Flashcards

1
Q

What are the 2 objectives of the newsvendor model

A

minimize the expected total cost, maximize the expected net profit

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2
Q

for non qr The inventory is reviewed on a blank basis

A

periodic

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3
Q

for non qr there is a blank planning period

A

single

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4
Q

for non qr the demand is blank, and the underlying probability distribution for the demand is blank

A

random, known

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5
Q

for non qr the order quantity can be a blank or a blank value depending on the type of random variable that is used to characterize the random demand

A

continuous, integer

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6
Q

for non qr the system under consideration is a blank item system

A

single

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7
Q

for non qr the cost and revenue parameters for the period are blank

A

known

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8
Q

for non qr there is blank fixed cost associated with placing an order

A

no

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9
Q

for non qr the order delivery time is blank

A

zero

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10
Q

for non qr shortages are allowed

A

true

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11
Q

X

A

random variable that represents the demand in the period

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12
Q

f(x)

A

probability density function

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13
Q

F(x)

A

cumulative distribution function of X

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14
Q

Co

A

unit cost of overage

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15
Q

Cu

A

unit cost of underage

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16
Q

q

A

number of units to be ordered prior to the beginning of the period

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17
Q

c(q,X)

A

the total cost at the end of the period

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18
Q

C(q)

A

expected cost function

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19
Q

how is the critical ratio derived

A

Using Leibnitz rule

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20
Q

p

A

unit selling price

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21
Q

c

A

unit purchase cost

22
Q

v

A

unit salvage revenue

23
Q

b

A

unit loss of goodwill

24
Q

p(q,X)

A

the total net profit at the end of the period

25
Q

P(q)

A

the expected net profit function

26
Q

what is loss of good will

A

cost for each unit of unsatisfied demand

27
Q

Single variable unconstrained optimization problem

A

true

28
Q

to guarantee the desired coverage for a discrete random variable, we have to make sure the cumulative distribution value covers the what

A

critical ratio value

29
Q

q in backlogging

A

order-up-to level

30
Q

T in backlogging

A

finite horizon length

31
Q

Xt in backlogging

A

demand

32
Q

What are the revenues and costs incurred throughout the planning horizon for backlogging

A

purchase cost for first period
purchase cost for periods 2 and beyond
sales revenue in periods 1 and on
sales revenue for the last period
expected backordering cost

33
Q

why does h=Co for backlogging

A

since we can use the left over units to satisfy the demand in the next period

34
Q

What are the 2 limitations with the newsvendor model

A

there is not setup cost for placing an order
the order replenishment is instantaneous

35
Q

what are the 2 decision variables for stochastic demand

A

reorder level (when to order)
order size (how much to order)

36
Q

for qr the inventory level is reviewed on a blank basis

A

continous

37
Q

for qr the planning horizon is blank

A

infinite

38
Q

for qr the demand is blank and follows a stationary underlying process, the parameters of the process do not change over time

A

random

39
Q

for qr the order quantity can be a blank value

A

continuous

40
Q

for qr there is a blank lead time for the delivery of an order

A

positive

41
Q

for qr the entire order quantity can be delivered at the blank of the lead time

A

end

42
Q

for qr the cost and revenue parameters are blank and blank throughout the planning horizon

A

known and constant

43
Q

for qr there is a fixed cost with ordering

A

true

44
Q

s

A

safety stock level

45
Q

both the mean and the variance of the random variable that represents the random demand are scaled by the lead time, which is equivalent to the sum of tau identically and independently distributed random variables

A

true

46
Q

extra stock that is maintained to mitigate the risk of shortages dues to uncertainties in supply and demand

A

safety stock

47
Q

for modeling purposes what is the safety stock

A

will be used to describe the on-hand inventory level when an order is delivered

48
Q

how many units are drawn from the inventory throughout the lead time

A

this quantity is equal to the demand during lead time

49
Q

what is the relationship between Ud and lambda Ud

A

the expected demand per period

50
Q

observed demand = what

A

order quantity such that 0<t<T

51
Q

what happens to f(q) when cost overage increases

A

f(q) decreases, bc it gets costlier to have too much so you want to stock less

52
Q

what happens to f(q) when cost of underage decreases

A

f(q) decreases, because the rate of decrease in the numerator is going to become smaller faster than the rate of decrease in the denominator