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Title: ESM 206A: Data analysis for environmental science and management


1
ESM 206A Data analysis for environmental science
and management
  • Fall 2006

2
Ecological Effects of Nuclear Power Plants
  • Nuclear reactors require cooling water to take
    heat away from the fission reaction.
  • The San Onofre power plant discharges its cooling
    water to the ocean.
  • An environmental defense group claims that if the
    plant increases the local water temperature above
    56 ?F, certain sensitive species will die.
  • Historical data reveals that the mean water
    temperature in July is 50 ?F, with a standard
    deviation of 3 ?F.
  • You take samples each day, for six consecutive
    days in mid-July, with the following results
    (52, 58, 57, 60, 62, 51).
  • Has the power plant increased the water
    temperature? If so, is the increase enough to
    have ecological effects?

3
Acidification of Norwegian lakes
  • The year is 1979. Concern is growing in Norway
    about acidification of its lakes, and the
    Norwegian government asks Britain and Germany to
    reduce emissions of sulphur dioxide from their
    power plants. In response, Britain demands proof
    that their emissions are acidifying Norwegian
    lakes.
  • As science advisor to the Norwegian government,
    you are asked to design a study to produce this
    proof.
  • What questions do you need to answer?
  • What data should you request be collected?
  • How should you analyze those data?

4
What is statistics good for?
5
Enhance understanding
Make predictions
Estimate parameters
Describe patterns and relationships in data
Select models
Test statistical hypotheses
Test theories
Make decisions
6
COURSE OBJECTIVES
  • To formulate qualitative questions about and
    decision criteria for ESM as testable
    quantitative models.
  • To select and use analytical tools to estimate
    parameters of these models from data.
  • To use the fitted models to answer the
    qualitative questions.
  • To explain the results of the analysis in a way
    that does justice to both unpredictability
    (natural variability) and uncertainty (the limits
    of the data).

7
COURSE FORMAT
  • Lectures
  • 2 per week
  • Expected to attend all lectures
  • Lecture material applied and motivated with real
    environmental problems
  • Problem sets
  • 7 altogether through year
  • 2 this quarter
  • Solutions provided
  • Covers concepts techniques
  • Work as many as you need
  • Labs
  • 1 per week. T.A. Marion Wittmann.
  • In GIS lab.
  • Instruction on using software discussion
    clarification of lecture, homework assignments
  • Micro-Exams
  • One with each problem set
  • Open book, but once you start, no consultation
    with other humans
  • Grade based on best 6

8
RESOURCES
  • Costello Kendall, Data Analysis for
    Environmental Science Management (on the class
    web page Bren Library)
  • Texts in Bren Library
  • Fox Applied Regression Analysis by John Fox
  • Manly Statistics for Environmental Science and
    Management by Brian Manly
  • Moore Introduction to the Practice of Statistics
    by David Moore and George McCabe
  • Zar Biostatistical Analysis by J. H. Zar
  • Class web page www.bren.ucsb.edu/academics/
    course.asp?number206
  • Class email list esm206_at_bren.ucsb.edu
  • Software JMP, PopTools
  • Installed on Bren computers
  • Student edition of JMP may be available from
    bookstore
  • PopTools available at http//www.cse.csiro.au/popt
    ools/

9
EXPECTATIONS
  • Of You
  • Participate in class/lab
  • Do readings
  • Submit assignments on time
  • Do your own work
  • Be in class on time
  • Of Ourselves
  • Keep it interesting
  • Introduce techniques with real-world examples
  • Make ourselves accessible
  • Make lecture notes available
  • Provide solutions when work is turned in
  • End class on time

10
WHAT YOU SHOULD ALREADY KNOW
  • Simple data summaries
  • Basic probability theory
  • Properties of random variables
  • The normal probability distribution
  • Confidence intervals what they are, and how to
    calculate them for means
  • Hypothesis testing
  • T-tests

11
The plan for the year
  • Fall (ESM 206A) 3 weeks
  • How to draw inferences about statistical
    populations (the truth) from statistical
    samples (the data)
  • Making decisions using data
  • Assessing the effectiveness of management
  • Assessing impacts of anthropogenic activities
  • Incorporating prior information into analyses
  • Tools include
  • Probability theory
  • Hypothesis testing (t-tests and ANOVA)
  • Resampling techniques

12
The plan for the year
  • Winter (ESM 206B) 3 weeks
  • Understanding the relationships between
    continuous variables
  • CO2 emissions vs. gas price
  • Eutrophication vs. nitrogen fertilizer input
  • Using these relationships to predict the effects
    of policy interventions
  • Using these relationships to rank the
    effectiveness of various policy interventions
  • Primary tool is Ordinary Least Squares (OLS)
    regression
  • Spring (ESM 206C) 4 weeks
  • Various advanced topics, including other types of
    regression, survey design and analysis,
    multi-criteria prioritization

13
Environmental challenge
  • The problem California gold miners in the 19th
    century used mercury to help extract gold from
    placer deposits. Much of this mercury was not
    recovered, leading to substantial mercury
    contamination of sediments near historic mine
    sites. This mercury bioaccumulates in animals,
    ultimately threatening ecosystems and (through
    fish contamination) human health.Your job
    Characterize the level of mercury contamination
    in the soils at a former mine site.

14
Populations and samples
15
Heres some data
  • 0.853511661, 0.391905707, 0.143344303,
    0.198267857, 0.266572367, 0.327306702,
    0.834747834, 5.32261822, 0.817037696,
    0.157247167, 0.328456677, 3.793153524,
    0.513433215, 0.502938253, 0.733454663,
    0.279345254, 0.95247347, 0.742740502,
    0.178309271, 0.469049646, 0.764546106,
    1.819858816, 0.830187557, 0.369993886,
    0.644729374, 0.841576129, 0.734056277,
    0.773035692, 0.810722543, 0.357449318
  • The mean of the data is 0.858 the standard
    deviation is 1.08 the sample size is 30.

16
Look at the data
17
The problem with histograms
18
Dot-plot
19
Cumulative density function
20
How well does the sample statistic estimate the
population parameter? Insights from Resampling
21
Distribution of sample means
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