• PoCS, Vols. 1 and 2: Peter Sheridan Dodds's Principles of Complex Systems

    The PoCS, Vols. 1 and 2

  • Menu
  • Instructions
  • Slides
  • Episodes
  • Assignments
  • Tarot
  • Stories
  • Things
    • Topics
    • Syllabus (pdf)
    • Resources
    • Data
    • Projects
    • Academic Output
    • Asides
    • Video production
    • Students' Comments
    • Support Crew
  • All courses



Note! This is an archival, mostly functional site. All courses can be found here.




Slide Set 028: Branching networks, Part II

Slide Set 027: Branching networks, Part I
 
All slides
 
Slide Set 029: Optimal Supply Networks I: Murray's Law

How everything fits together (great description, short on explanation).

Reheated slides on toast:
74M ; Last updated: 2021/10/07, 17:43:36
Freeze-dried snack slides:
6.0M ; Last updated: 2021/10/06, 23:35:55
Original slides as served in lectures:
74M ; Last updated: 2021/10/02, 00:15:03

Covered in these episode(s) and clip(s):


Episode 1: Unifying branching network laws, but missing mechanisms. (1:53:13)

Clip 1: Network evolution and piratic perils (5:38)

Clip 2: Connecting Horton's laws with Tokunaga's law (31:42)

Clip 3: Branching networks: Reducing Horton's laws (10:19)

Clip 4: Cute round things (2:34)

Clip 5: Branching networks: Power-law distributions for areas and lengths (34:04)

Clip 6: Branching networks: Unified scaling laws (2:24)

Clip 7: Branching networks: Scheidegger's model (7:44)

Clip 8: Branching networks: Equipartioning of landscapes (2:23)

Clip 9: Branching networks: Fluctuationsarama (5:37)

Clip 10: Mechanisms for river network generation (10:53)



Share this page:


Social places for PoCS:


Three random tarot cards:


© Peter Sheridan Dodds, 2007–.
Creative Commons License
This work is licensed under a Creative Commons Attribution-Noncommercial-Share Alike 3.0 Unported License.