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Sampling in iTree

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Population = the set of people or entities to which findings are to be generalized. ... Mind tricks easily, so need rigorous method ... – PowerPoint PPT presentation

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Title: Sampling in iTree


1
Sampling in i-Tree
  • Concepts, techniques and applications

2
Introduction
  • Sampling is so pervasive in
  • i-Tree that we have factored it out for a
    separate discussion
  • Overview
  • Concepts
  • Techniques
  • Applications

3
Concepts I
  • Random sample
  • Data collection in which every member of the
    population has an equal chance of being selected
  • Population the set of people or entities to
    which findings are to be generalized.
  • The population must be defined explicitly before
    a sample is taken
  • Can sometimes break population into subgroups
    (stratification) for better numbers
  • Mind tricks easily, so need rigorous method

4
Source http//www.negrdc.org/counties/madison/com
prehensive-plans/newcomp/maps/8_01ExistLandUseMadi
sonCo.jpg
5
Concepts II
  • Variance
  • (SD)2
  • Measure of how spread out the distribution is,
    i.e., how much individual samples vary
  • The less the individual measurements vary from
    the mean (average), the more reliable the mean
  • In an urban forest, different traits to
    investigate (variables) may have different
    variances
  • Species distribution (high?) vs. population size
    (low)
  • Hurricane debris (high?) vs. ice storm debris
    (low)

6
Source Dave Nowak and Jeff Walton, personal
communication (DRG data)
7
Concepts III
  • Sample size
  • Will need to be larger
  • the weaker the relationships to be detected
  • the higher the significance level being sought
  • the smaller the population of the smallest
    subgroup
  • the greater the variance of the variables
  • Can be smaller as these factors change,
    especially as variance goes down

8
Source Dave Nowak, personal communication
9
Concepts IV
  • Standard error (SEM)
  • The Standard Error (Standard Error of the Mean)
    calculates how accurately a sample mean estimates
    the population mean.
  • Formula SEM SD/?N , where SD standard
    deviation of the sample, and N sample size.
  • Note that as SD goes down or N goes up, SEM gets
    smalleri.e., estimate becomes better.
  • Commonly represented by after a number.

10
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11
Source blogaloutre http//www.ontabec.com/fatigue
.jpg
12
Techniques I
  • Get random numbers
  • Tables
  • Telephone book (final digits!)
  • Electronic randomizers
  • Online
  • Desktop
  • PDA

13
Techniques II
  • Select plots
  • Use map techniques
  • Grid overlay for maps/photos
  • Simple edge rulers also work
  • Pick randomly from list
  • Street, with replacement
  • Block number
  • Create random coordinates
  • Spreadsheet
  • GIS

14
Techniques II
  • Easy way to get random list of street segments
  • Bring TIGER/Line files as shape file from ESRI
    into a GIS
  • Details in Appendix B of the Manual

15
Techniques III
  • Reserve
  • Create more plots than needed
  • Something like 10
  • Take replacements from list in order when plot
    must be thrown out
  • Non-existent
  • Unfindable
  • Inaccessible
  • No bias!

16
Application I
  • Inventory types
  • Complete Inventory
  • Costly, time-consuming
  • Partial Inventory
  • Complete inventory of some forest segment
  • Sample Inventory
  • Randomly-selected trees inventoried for
    large-scale interpretation
  • Cost-efficient
  • Good for planning
  • Not suitable for day-to-day field management

17
Application I
  • Sample inventory benefits
  • Increase public safety
  • Facilitate short- and long-term planning
  • Improve public relations
  • Justify budgets
  • Estimate tree benefits
  • Large gain for small investment
  • i-Tree promotes the value of sampling

18
Applications II
  • Manual sampling techniques valid, but tedious for
    larger areas
  • i-Tree v. 1.0 will include applications to
    automate the process for two types of plots
  • Linear (street) plots/segments
  • STRATUM/MCTI, SDAP
  • Spatial (park, any area) plots
  • UFORE

19
Applications II
  • Linear plot selector
  • STRATUM/MCTI
  • SDAP
  • Final testing
  • Requirements
  • ArcMap 8.3 or 9.0
  • Polygon file delimiting study area boundary
  • Road shape file (TIGER/Line data)

20
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21
Applications II
  • Spatial plot selector
  • UFORE
  • Final testing
  • Requirements
  • ArcMap 8.3 or 9.0
  • Polygon file delimiting study area boundary
  • Raster-based file of strata (e.g., land uses)
    within study area
  • Digital aerial photos (optional)

22
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23
Final sampling thoughts
  • Sampling is our friend
  • Both tool and product in i-Tree
  • Understanding of validity of what i-Tree offers
    will depend critically on understanding the
    process and capability of sampling
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