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Discussion of sea turtle pop. matrix model paperBio 41E (Karnovsky) guest lecture,Jason Price, PhD2011-03-23
3 part approach: Overview/Main Results & ConclusionsKey details (Figures & Tables)Big picture: Contribution to the fieldCrouse et al. 1987
Part 1 Breakout: Paper overviewWhat were the authors’ goals?What methods did they use?What were the main results?What did they conclude?Crouse et al. 1987
Crouse et al. 1987Part 2Key Details: Parameters pg 1415when λm= er= 1, r = 0 = stable pop. Sizeε= elasticity = Proportional senistivity =                         differentialΔλfor same amnt of Δ in parameter Parameters Fi = reproductive output (think Fecundity)Gi = prop. of indiv Growing to next stagePi = prop. of indiv surviving within stage (Di = prop of indiv. Not surviving)  pi = annual survival probablilitydi = stage duration
Crouse et al. 1987Key Details: Stage Class Pop MatrixPg 1415
Crouse et al. 1987Fig 1
How do they improve on Fig 1? Crouse et al. 1987
Crouse et al. 1987Fig 3 Fi PiGi Proportional sensitivityWithin-stage Survival FecundityBetween-stage       survival
How improve on Fig 3?Crouse et al. 1987
Crouse et al. 1987Fig 4 pidiProportional sensitivityTo stage specificsurvival probabilityTo changes in stage duration
What other key details did you notice?Crouse et al. 1987
Part 3 Big PictureWhat did you learn (beyond main results)?What is the value of using life tables? Why were you assigned this paper? / What makes it exceptional?What question would you ask Crouse if you had been present at her PhD defense? Crouse et al. 1987

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Sea Turtle Population Matrix Model Guest Lecture

  • 1. Discussion of sea turtle pop. matrix model paperBio 41E (Karnovsky) guest lecture,Jason Price, PhD2011-03-23
  • 2. 3 part approach: Overview/Main Results & ConclusionsKey details (Figures & Tables)Big picture: Contribution to the fieldCrouse et al. 1987
  • 3. Part 1 Breakout: Paper overviewWhat were the authors’ goals?What methods did they use?What were the main results?What did they conclude?Crouse et al. 1987
  • 4. Crouse et al. 1987Part 2Key Details: Parameters pg 1415when λm= er= 1, r = 0 = stable pop. Sizeε= elasticity = Proportional senistivity = differentialΔλfor same amnt of Δ in parameter Parameters Fi = reproductive output (think Fecundity)Gi = prop. of indiv Growing to next stagePi = prop. of indiv surviving within stage (Di = prop of indiv. Not surviving) pi = annual survival probablilitydi = stage duration
  • 5. Crouse et al. 1987Key Details: Stage Class Pop MatrixPg 1415
  • 6. Crouse et al. 1987Fig 1
  • 7. How do they improve on Fig 1? Crouse et al. 1987
  • 8. Crouse et al. 1987Fig 3 Fi PiGi Proportional sensitivityWithin-stage Survival FecundityBetween-stage survival
  • 9. How improve on Fig 3?Crouse et al. 1987
  • 10. Crouse et al. 1987Fig 4 pidiProportional sensitivityTo stage specificsurvival probabilityTo changes in stage duration
  • 11. What other key details did you notice?Crouse et al. 1987
  • 12. Part 3 Big PictureWhat did you learn (beyond main results)?What is the value of using life tables? Why were you assigned this paper? / What makes it exceptional?What question would you ask Crouse if you had been present at her PhD defense? Crouse et al. 1987