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ETF5922 Chap.10 Time Series Visualisation

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Chapter 10 of 11 · ETF5922

Time Series Visualisation

Time order is part of the data

Time series observations must be ordered and interpreted at their actual interval. A line implies continuity, so missing periods should remain visible rather than being bridged silently.

Gaps and intervals alter the story

Trend, seasonality, cycles, events and level shifts are distinct temporal structures.

Aggregation and moving summaries can reduce noise while concealing short-lived peaks.

Test a temporal claim

Connecting across an absent month visually invents continuity and can hide collection failure. A visible break preserves the distinction between an observed change and a period for which no value exists.

Test a temporal claim in context

Time series encode order and interval as part of meaning.

Aggregating daily observations to months changes variation and can smooth short events; indexing to a common start replaces magnitude with relative growth; connecting across a missing period visually invents continuity. Event annotations can locate coincidence but do not demonstrate impact without a suitable comparison.

A sound temporal explanation therefore identifies frequency, window, gaps, aggregation and baseline before naming trend or seasonality. Short sequences may support endpoint or month-to-month changes, but repeated seasonal claims require enough comparable cycles to distinguish recurrence from ordinary fluctuation.

In this chapter

What this chapter covers

  • 01

    Time series observations must be ordered and interpreted at their actual interval.

  • 02

    A line implies continuity, so missing periods should remain visible rather than being bridged silently.

  • 03

    Trend, seasonality, cycles, events and level shifts are distinct temporal structures.

  • 04

    Aggregation and moving summaries can reduce noise while concealing short-lived peaks.

  • 05

    Use timestamp and interval to frame the reader's task

  • 06

    Check chronology against trend before styling

  • 07

    Explain how seasonality changes the visible comparison

  • 08

    Audit cycle without removing necessary context

Worked example · free

Calculate change without inventing continuity

Q [8 marks]. The eight-point breakdown is AskSia's revision aid, with no claim that it matches University marking. The eight-point breakdown is AskSia's revision aid, with no claim that it matches University marking. The eight-point breakdown is AskSia's revision aid, with no claim that it matches University marking. AskSia-authored practice; the point allocation is a study aid, not a University marking scheme. Monthly demand is 100, 112, 108 and 126 across four consecutive months.
  • 2Calculate each month-to-month change in chronological order.
  • 2Compute the first-to-last percentage using the first month as denominator.
  • 2Keep a common vertical scale and label the observation interval.
  • 2State that four months cannot establish annual seasonality.
Changes are +12, -4 and +18. The first-to-last increase is 26 units, or 26%, but four months do not establish annual seasonality. The series changes by +12, -4 and +18, ending 26% above its start. Keep the four monthly observations in order while refusing to infer a yearly seasonal cycle. The series changes by +12, -4 and +18, ending 26% above its start. Keep the four monthly observations in order while refusing to infer a yearly seasonal cycle. The series changes by +12, -4 and +18, ending 26% above its start. Keep the four monthly observations in order while refusing to infer a yearly seasonal cycle.
Sia tip — State the time grain in the title and keep unobserved intervals as gaps.
Glossary

Key terms

Time index
The ordered variable locating observations in time and defining which value precedes another.
Seasonality
A pattern that recurs at a meaningful and specified calendar period.
Temporal gap
An interval with no observation, displayed as missing rather than joined by an invented segment.
Aggregation interval
The span over which observations are combined, such as daily values converted into monthly totals.
FAQ

Time Series Visualisation FAQ

Why should a missing month remain a gap?

Connecting across an absent month visually invents continuity and can hide collection failure. A visible break preserves the distinction between an observed change and a period for which no value exists.

When should a series be indexed?

Index values when relative change from a common starting point is the intended comparison and raw magnitudes would obscure that task. Label the base and retain access to original units. Indexing changes the question, so it should not replace a raw-level view when absolute scale matters.

How are trend and seasonality distinguished?

Trend describes longer-run directional movement, while seasonality requires a repeating pattern at a specified period. A short sequence may show rises and falls without covering enough cycles to establish seasonality. State the observation interval and window before applying either label.

What does a gap communicate in a line chart?

A gap states that no observation is available for that interval. Joining the neighbouring points instead suggests a measured path through the missing period. If interpolation is analytically justified, distinguish estimated values from observed ones and explain the method; otherwise preserve the break and report the completeness limitation.

Study strategy

Exam move

Plot a short monthly sequence containing one absent period and an event date. Compare raw levels, indexed change and a coarser aggregation while preserving the missing interval. For each version, state the denominator and temporal question. Finish by explaining why four months cannot establish annual seasonality even when the line appears to repeat or turn regularly.

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