Fundamentals of Computational Bioimage Analysis Flashcards

1
Q

Why use digital image analysis?

A
  • Can be automated
  • Repeatable
  • Reproducible
  • Clearly-defined and documented
  • Produces numerical data for statistics
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2
Q

What are the components of an image?

A
  • X,Y dimensions (optional Z, time, channels)
  • Each pixel records a signal intensity at a given bit-depth (12-bit, 16-bit, 24-bit colour usually used to quantify sizes)
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3
Q

How are images captured?

A
  • Cells are marked with fluorophores for components of interest
  • Fluorophores are excited and separate images captured for each channel, timepoint, experimental condition
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4
Q

What are the compromises to be made for each experiment?

A

Choose between resolution, speed, photo-damage and SNR

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5
Q

What are the questions to be asked before designing an imaging experiment?

A
  • What is the question?
  • Can everything be detected?
  • What does a false positive/negative look like?
  • What needs to be measured?
  • What needs to be defined?
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6
Q

Define

SNR

A

Signal to noise ratio, a measure of the quality of the signal

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7
Q

Define

Segmentation

A

Splitting an image into regions relevant to the question being asked (cell, nuclei, puncta, tissue regions)

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8
Q

Define

Thresholding

A

Splitting an image into 2 components based on an intensity value (can be fixed or mathematically derived (Otsu, Tringle))

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9
Q

Define

Filtering

A

Application of mathematical filters to the image, used to highlight features and improve segmentation

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10
Q

Define

Background subtraction

A

Removal of background that appears due to out of focus light, mounting/culture media or poor fixation
Removed using top-hat filter or rolling ball method

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11
Q

Define

Local Minima/Maxima

A
  • Find bright or dark spots in an image
  • Sensitivity can be adjusted to cope with noise
  • Pre-filtering improves accuracy
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12
Q

Define

Watershed

A
  • Allows separation of touching objects
  • Can be performed in binary image using distance transforms
  • Can be performed with minima/maxima in gradient images
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