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Unformatted text preview: Experimental Statistics 7025
April 8, 1997 Exam 1 NAME ______________________________
Geaghan Generic equations
Eq 1) Yi 1 X i i Eq 2) Yi 0 1 X i i Eq 3) Yi 0 1 X i 2 X i2 i Eq 4) Yi 0 1 X i 2 X i2 3 X i3 i Eq 5) Yi 0 X i 1 i
Eq 7) Yi 0e 1 X i Eq 6) Yi 0 X i 1 i
Eq 8) Yi 1 X i i i X Eq 10) Z t Ft M t qf t M t Eq 9) Yi 0e 1 i i
C
Eq 11) U t t qN t
ft Eq 13) Yi 0 X 1i 1 X 12i 2 X 2i i
Eq 15) Nt 1 Nt e
Eq 17) Yi qft M Xi 0 X i 1 i Eq 19) Yi 0 X i e 1 X i i 1 i
Xi Eq 12) Yi 0 1 Rt t Eq 14) Yi 0 1 X 1i 2 X 2i i
Eq 16) Lt Eq 18) Yi F
1 G
H
1 0 L
L L0
L 1 IJ e
K kt i Xi Eq 20) Yi 1 X i 2 X i2 i Generic Model list
Simple linear regression
Simple linear regression (forced through origin)
Power model
Exponential mode (growth and decay)
Logistic model
Parabola
Quadratic polynomial
Cubic polynomial
Rectangular hyperbola
Hyperbola with asymptote (other than X axis)
Generic list of Specific models
Leslie model
Delury model
Natural mortality
Exponential growth model
Length  Length relationship
Length  Weight relationship
Schaefer model (nonequilibrium)
Schaefer model (nonequilibrium, Schnute modification)
Schaefer model (equilibrium)
Ricker recruitment model
Beverton  Holt recruitment model t Experimental Statistics 7025
April 8, 1997 Exam 1 NAME ______________________________
Geaghan Generic lines and curves Generic question topics
Which models are not expected to be homogeneous as raw data?
Which models are linear, intrinsically linear, nonlinear?
Which biological situations favor Ricker recruitment or BevertonHolt recruitment?
What type of model would be used to fit, mortality, recruitment, surplus yield, morphometric
relationships, growth, …
Know interpretation of terms and name points on the GordonSchaefer model (with income and cost)
Know interpretation of terms in Ricker and BevertonHolt recruitment models
Know meaning of ponderal indices, condition factors
Recognize contributions by Leslie, Delury, LeCren, Fox, Pella and Tomlinson, .
Recognize biological interpretation of Zt, Ft, M, ft, q, N0, Nt, CPUE, Ct, rm, ...
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This note was uploaded on 12/29/2011 for the course EXST 7025 taught by Professor Geaghan,j during the Spring '08 term at LSU.
 Spring '08
 Geaghan,J

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