Syllabus

EXST7025 - Spring 2004 - Biological Population Statistical II

Monday and Wednesday from 3:00 am to 4:30 pm - 103 New Design Building

Professor: JAMES P. GEAGHAN  

Office

67 Agriculture Administration Building 

Office hours

Tuesdays and Thursdays, 3:00 - 4:00

or call for appointment anytime

Telephone

(225) 578 - 8303 

Internet materials

http://www.stat.lsu.edu/faculty/geaghan/jpghome.html

Grading Points:

1 exams @ 200 points each 

200

1 final @ 200 points 

200

Periodic assignments @ 100 points total 

100

TOTAL 

500

Exam Schedule: 

First Exam

Wednesday, March 31, 2004

Final Exam

Wednesday, May 12, 2004 from 7:30 AM - 9:30 AM

Course Grading:

(2*Exam1%+2*Final%+Assignments%)/5=%Score 

Letter grade

Guaranteed minimum letter grade assignment 

90 - 100 points, minimum grade of

A

80 - 89.9 points 

B

70 - 79.9 points 

C

60 - 69.9 points 

D

 

TEXT : None

 

Course outline

EXST7025 Course Outline Spring 2004

I. Simple Linear Regression

1. Review of basics

2. Corrections when assumptions are not met

a) Problem detection with residual plots

b) Non - homogeneous variance

c) Independent variable not measured without error

d) Transformations

3. Regression through the origin

II. Multiple regression

1. Matrix algebra

2. Curvilinear models

3. Analysis of Covariance

a) Matrix algebra

b) General linear hypothesis test

* c) using SAS

III. Biological models

1. Simple biological relationships

a) Length - length relationships

b) Length - weight relationships

c) Catch Depletion models (Leslie and Delury)

2. Population dynamics

a) Schaefer production model (Maximum sustained yield)

b) Recruitment models (Ricker, Beverton-Holt, Cushing)

c) Growth models (vonBertalanffy, Logistic, Gompertz, Richards)

MIDTERM EXAM around here

d) Yield per Recruit Model (Beverton - Holt)

3. Length frequency models

a) Mortality estimates (vanSickle's Model and others)

b)** Cohort Analysis (Jones' model)

c)** ELEFAN (Brey and Pauly's Model)

4. ** SRA (Stock Reduction Analysis Kimura's Model)

5. Predator - Prey models (Lotka Volterra Models)

6. Simulation models General applications

IV. Diversity Indices (time permitting)

FINAL EXAM