Chapter 5: Time-Based Data Flashcards

(28 cards)

1
Q

what are time series models

A

a time series model is obtained when you have values of a variable at successive intervals of time

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2
Q

what are some examples of the time series 4

A
  • prices
  • earnings
  • production
  • retail sales
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3
Q

what is the component of ‘trend’ in the time series

A

the longer term, underlying movement of the series

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4
Q

what does the term ‘cyclical’ represent in the time series

A

the wave-like movement caused by booms and slumps

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5
Q

what does the term ‘seasonal’ mean in the time series

A

the effects of the seasons- spring, summer, autumn, winter - on the series

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6
Q

what does the term ‘random/irregulity’ mean in the time series

A

the effects of factors such as strikes, breakdowns, etc on the series

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7
Q

what is the assumption of the additive model

A

it assumes that the values of the series are the result of adding the 3 components

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8
Q

how to calculate the observed value using the additive model

A

observed value = trend + seasonal + random

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9
Q

how to calculate the observed value using the multiplicative model

A

observed value = trend X season X random

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10
Q

how to work out the trend in the time series

A

the number of terms depends on the periodicity of the data

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11
Q
A
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12
Q

hoe do we work out the seasonal adjustments

A

we need to find the centered values

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13
Q

what is the standard method to finding the trend

A

use a moving average

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14
Q

is it important to find the value of these seasonal factors

A

yes, we need to find the values of the seasonal factors to obtain seasonally adjusted data and for forecasting purposes

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15
Q

when adjusting seasonally, do we add or subtract the seasonal factor

A

subtract, this is because we need to remove the seasonal factor in this scenario

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16
Q

when forecasting, do we need to include the seasonal factor?

A

yes, this is because during forecasting, we need to include the seasonal factor

17
Q

what is forecasting

A

forecasting is the process of predicting future values based on past data

18
Q

how is forecasting done, and what does it do

A

by analysing historical observations, time series analysis helps identify trends and make informed predictions, assuming pat terns will continue

19
Q

what does the accuracy of the forecast depend on

A
  • reliability of past trends
  • consistency of several patterns
  • influence of random factors
20
Q

how does the reliability of past trends affect the accuracy of a forecast?

A

if past trends reflect future patterns, forecasts will be more accurate.

21
Q

what factors can impact outcomes? 2

A

competitions/ economic changes

22
Q

how does consistency of seasonal plans change the accuracy of a forecast

A

stable seasonal trends allow for better predictions, while changes can affect accuracy

23
Q

how does the influence of random factors affect the accuracy of a forecast

A

unexpected events can disrupt forecasts, making them less reliable

24
Q

what does the Laspeyres index measure

A

how the cost of a fixed basket of goods changes over time using base year quantities as weights

25
what is a shortcoming of the Laspeyres index
may overestimate inflation, because it may not account in consumer behavior over time
26
what is a shortcoming of their Paasche index 2
- more work because the weights must be recalculated every time - may underestimate inflation, because it may assume people adjust their consumption in response to price changes
27
what is a benefit of the Paasche index
it is more up to date
28