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Neuron Morphology and Skeletonization

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Contents · 21 slides
  1. 1. Neuron Morphology and Skeletonization
  2. 2. Learning Objectives
  3. 3. Capability Target
  4. 4. Concept Focus
  5. 5. Core Workflow
  6. 6. Core Workflow (continued)
  7. 7. Run of Show (60 min)
  8. 8. Run of Show (60 min) (continued)
  9. 9. Misconceptions to Watch
  10. 10. A skeleton makes measurement choices explicit
  11. 11. A missing branch changes the story
  12. 12. Studio Activity
  13. 13. Activity Output Checklist
  14. 14. Assessment Rubric
  15. 15. Assessment Rubric
  16. 16. Assessment Rubric (continued)
  17. 17. Assessment Rubric
  18. 18. Exit Ticket
  19. 19. References (Instructor)
  20. 20. Teaching Materials
  21. 21. Read, review, or teach

Slide 1 of 21

H01 electron microscopy with object segmentation and original 2 µm scale bar Nanoscale · Module 09

Neuron Morphology and Skeletonization

Teaching Deck

Human cortex · H01
Object segmentation over electron microscopy

H01 release · Lichtman Lab / Harvard & Connectomics at Google · CC BY 4.0
Shapson-Coe et al. (2024) · doi:10.1126/science.adk4858

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Learning Objectives

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Capability Target

Produce a skeleton-based morphology summary with at least three descriptors and one explicit limitation.

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Concept Focus

1) What is skeletonization and why do we need it?

A segmented neuron occupies millions of voxels in the EM volume. To analyze its morphology efficiently, we reduce it to a skeleton: a tree graph where nodes represent points along the neurite centerline and edges represent the path between them. Skeletons compress a neuron's 3D structure from gigabytes to kilobytes while preserving topology (branching pattern, path lengths, connectivity) — at the cost of surface geometry and spine shape, which are discarded.

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Core Workflow

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Core Workflow (continued)

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Run of Show (60 min)

Figure description and teaching notes

Pre-class preparation (10 min async)
Review the data formats content library entry (skeletons section)
Install/check NeuroM or equivalent morphology analysis package
Minute-by-minute plan

00:00-10:00 | Morphology overview
"Why do we care about neuron shape?" — Shape constrains function: a neuron's dendritic arbor determines what inputs it can receive; its axonal arbor determines where it can send output.
Show 3 neuron types (pyramidal, basket, Martinotti) and their characteristic morphologies.
"Today you'll learn to quantify these shapes from EM data."

10:00-24:00 | Skeleton extraction demo
Live demo: take a segmented neuron, run skeletonization, visualize result in Neuroglancer.
Walk through SWC format: "Each line is a node. Parent ID tells you the tree structure."
Common pitfall: show a skeleton with spurious branches from noisy segmentation. Demonstrate pruning.

24:00-38:00 | Descriptor calculation
Hands-on: learners compute 5 descriptors for one neuron using NeuroM or provided scripts.
Compare results across the group: did everyone get the same numbers? Discuss sources of variation.
Introduce Sholl analysis with live visualization.

38:00-50:00 | Interpretation and caveats
"Your neuron has total cable length of 2,100 μm and 47 branch points. Is that a lot?" — Compare to published values for the putative cell type.
Discussion: which descriptors are robust to reconstruction errors? (Cable length is sensitive to splits; branch count is sensitive to both splits and spurious branches; spine density is robust if the segmentation boundary is accurate.)
"What if 30% of the arbor is outside the volume? How does that change your interpretation?"

50:00-60:00 | Competency check
Each learner submits their morphology descriptor table with:
At least 3 descriptors with values
Putative cell-type classification based on morphology
One explicit limitation of the measurement
Exit ticket: "Name one morphology feature that could be confounded by reconstruction quality."

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Run of Show (60 min) (continued)

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Misconceptions to Watch

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A skeleton makes measurement choices explicit

Synthetic planar tree. Coordinates are in micrometres.

A (0, 0)
Root

A–B: 3 µm

B (0, 3)
Branch point

C (−4, 3)
B–C: 4 µm

D (4, 3)
B–D: 4 µm

Discuss: Compute total cable length and both root-to-tip path lengths.

Synthetic fixture; exact geometry checked by scripts/check_visual_design.rb.

Figure description and teaching notes

Visual description and discussion guidance:
Root A is (0,0), B is (0,3), C is (-4,3), and D is (4,3). Edges A–B, B–C and B–D measure 3, 4 and 4 micrometres. Total length is 11; each root-to-tip path is 7. There is one branching node, B, and two terminal nodes, C and D. Root-to-tip Euclidean distance is 5, so tortuosity is 7/5 = 1.4 under that definition.

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A missing branch changes the story

Use the synthetic tree on the previous slide.

  1. Complete example

    Three edges: total length 11 µm.

  2. Truncated example

    Remove B–D: measured length is 7 µm.

  3. Report the limit

    The lower value describes the observed reconstruction.

Discuss: Does a lower measurement prove a smaller biological arbor?

Illustrative teaching scenario; see this module’s lesson and worked example.

Figure description and teaching notes

Visual description and discussion guidance:
Removing the four-micrometre B–D edge changes the observed total from 11 to 7. That does not establish that the biological cell had a smaller arbor. Report what was reconstructed and how missing structure affects interpretation.

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Studio Activity

Scenario: You have skeletons for 10 neurons in L2/3 of mouse visual cortex. Your task is to classify them as pyramidal vs interneuron based on morphology alone, then validate against synapse-based classification (excitatory vs inhibitory output synapses).

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Activity Output Checklist

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Assessment Rubric

Minimum pass

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Assessment Rubric

Strong performance

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Assessment Rubric (continued)

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Assessment Rubric

Common failure to flag

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Exit Ticket

Explain one morphology feature that could be confounded by reconstruction quality.

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References (Instructor)

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Teaching Materials

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Read, review, or teach

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