BPM Week 3 Flashcards

1
Q

Capacity definition

A

the maximum output achievable with a standard set of resources

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2
Q

Yield management definition

A

matching (service) capacity with future and uncertain customer demand

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3
Q

Capacity in services

A

Whenever demand of a service falls short of the capacity to serve, the results are idle servers and facilities.

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4
Q

Strategies of capacity management

A
  1. level capacity
  2. chase demand
  3. manage demand
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5
Q

Level Capacity

A

set capacity at a reasonable level and live with it

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6
Q

Chase Demand

A

Adjust capacity to demand (ex: part time workers)

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7
Q

Manage Demand

A

sources of demand variation

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8
Q

Demand management options

A

Partitioning demand, price incentives, promoting off peak demand, complementary services, reservation system

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9
Q

Demand partitioning

A

having separate capacities for separate types of demand. ex: bank- check cashed, open account

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10
Q

Price incentives

A

different prices for different seasons, sales, brands etc.

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11
Q

Promoting off peak demand

A

avoiding peak times when most people do that task

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12
Q

Complementary services

A

things you can do to at that place that enhances experience

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13
Q

Reservation system

A

preselling

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14
Q

Overbooking

A

minimize expected opportunity cost of idle service capacity as well as the expected cost of turning away reservations (walking cost)

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15
Q

Suppose that the cost of a no-show is $x (x > 0) but the cost of you making one too many promises is $0. What is your overbooking policy?

A

overbook as much as you can

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16
Q

Suppose that the cost of a no-show is $0 but the cost of you making one too many promises is $x (x > 0). What is your overbooking policy?

A

no overbooking

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17
Q

Overbooking loss table

A

opportunity cost - red, xd
lower number of expected loss is your overbooking plan
d= no shows x=overbook

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18
Q

Cu

A

Cu: cost of under-estimating a no-show = opportunity cost.

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19
Q

Co

A

Co: cost of over-estimating a no-show = ‘walking cost’.

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20
Q

Principle of marginal return

A

keep overbooking as long as the expected cost of the next overbooking is less than or equal to the expected cost of its associated no-shows.

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21
Q

capacity management options

A

customer participation, sharing capacity, cross training employees, part time employees, adjustable capacities, scheduling work shifts

22
Q

Yield management

A

Allocation of a fixed (capacity), perishable resource to match expected and potential demand so as to maximize revenue and profit.
Most appropriate for fixed capacity, segmentation, perishable inventory, variable demand.

23
Q

Cycle Time consists of

A

process time, setup time, queue time, wait time, move time

24
Q

1972 usa bank

A

boy waited 17 hours. $1.29 hr

35th person 9 hours. $2.22 hr

25
Q

Economics of waiting

A

Firm: Cost of keeping employee waiting (unproductive wages)
Customer:Foregone alternative use of that time

26
Q

Psychology of waiting

A

informed waits are better

27
Q

when do queues form?

A

demand arrival rate exceeds service rate. demand must be served

28
Q

lambda

A

lambda is mean arrival rate

29
Q

mu

A

mean service rate

30
Q

1/lambda

A

mean inter arrival time

31
Q

1/mu

A

mean service time

32
Q

channel

A

number of servers

33
Q

phases

A

number of steps in service for each arrival

34
Q

queue discipline

A

rules/policy for determining the order that arrivals receive service

35
Q

balking

A

arrival decides not to join queue

36
Q

reneging

A

arrival in queue then leaves

37
Q

jockeying

A

customer joins another line in hopes for shorter time

38
Q

FIFO

A

First in first out

39
Q

LIFO

A

Last in first out

40
Q

SPT

A

Shorter processing time. get smaller service time customers first

41
Q

Cu priority

A

Note how information systems (e.g.,CRM systems) can help you filter out these customers.

42
Q

Preemptive priority

A

ongoing service is interrupted for a new arrival;e.g., emergency rooms.

43
Q

A/B/C notation and M/M/1 Queue

A

A-distribution of inter arrival times
B- distribution of service times
C-number of servers in each step or process
M-exponential distribution

44
Q

probability of exactly “n” customers in system

A

Pn=P^n(1-p)

45
Q

mean number of customers in system

A

Ls = lambda/(u-lambda)

46
Q

mean time in system

A

Ws = 1/(u-lambda)

47
Q

Little’s Law

A

L = lambda*W

48
Q

Simulation

A

must have good correspondence, reasonable time (parsimony), physical, logical

49
Q

long term simulation

A

85-90 year future

50
Q

monte carlo simulation

A

simulation models future uncertainty.

51
Q

slack

A

extra capacity

52
Q

Outsourcing

A

Client hires another organization (vendor) to perform processes/services for client