Time-variation in portfolio performance

Introduction to Portfolio Analysis in R

Kris Boudt

Professor, Free University Brussels & Amsterdam

Bulls & bears

  • Business cycle, news, and swings in the market psychology affect the market

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Introduction to Portfolio Analysis in R

Clusters of high & low volatility

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Performance statistics in action

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Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

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Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.011.png

Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.012.png

Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.013.png

Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.014.png

Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.015.png

Introduction to Portfolio Analysis in R

Rolling estimation samples

  • Rolling samples of K observations:
    • Discard the most distant and include the most recent

ch_2_video_3.016.png

Introduction to Portfolio Analysis in R

Rolling performance calculation

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Introduction to Portfolio Analysis in R

Choosing window length

  • Need to balance noise (long samples) with recency (shorter samples)
  • Longer sub-periods smooth highs and lows
  • Shorter sub-periods provide more information on recent observations
Introduction to Portfolio Analysis in R

Let's practice!

Introduction to Portfolio Analysis in R

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