FVSCLIM: Prognosis Re-Engineered to Incorporate Climate Variables Robert Froese, Ph.D., R.P.F. School of Forest Resources and Environmental Science Michigan.

Slides:



Advertisements
Similar presentations
Measurement error in mortality models Clara Antón Fernández Robert E. Froese School of Forest Resources and Environmental Science. Michigan Technological.
Advertisements

VALIDITY AND RELIABILITY
SENSITIVITY ANALYSIS of the FOREST VEGETATION SIMULATOR Southern Variant (FVS-Sn) Nathan D. Herring Dr. Philip J. Radtke Virginia Tech Department of Forestry.
The Effects of Site and Soil on Fertilizer Response of Coastal Douglas-fir K.M. Littke, R.B. Harrison, and D.G. Briggs University of Washington Coast Fertilization.
/k 2DS00 Statistics 1 for Chemical Engineering lecture 4.
Evaluating FVS-NI Basal Area Increment Model Revisions under Structural Based Prediction Robert Froese, Ph.D., R.P.F. School of Forest Resources and Environmental.
Bruno Basso Dept. Crop, Forest and Environmental Sciences University of Basilicata, Italy Contacts Joe T Ritchie: Bruno Basso :
Evaluating Potential Impacts of Climate Change on Surface Water Resource Availability of Upper Awash Sub-basin, Ethiopia rift valley basin. By Mekonnen.
Improving Diameter Growth Prediction of Douglas-fir in Eastern Washington State, U.S.A. by Incorporating Precipitation and Temperature Andrew D. Hill,
Multivariate Data Analysis Chapter 4 – Multiple Regression.
By:Tahereh Ensafi Moghadam Aridity zoning of dry-land (Climatic Index of desertification) based on precipitation and temperature in central basin of.
1 Econometric Load Forecasting Peak and Energy Forecast 06/14/2005 Econometric Load Forecasting Peak and Energy Forecast 06/14/2005.
Measures of Association Deepak Khazanchi Chapter 18.
INTRODUCTION Weather and climate remain among the most important variables involved in crop production in the U.S. Great Lakes region states of Michigan,
Application of seasonal climate forecasts to predict regional scale crop yields in South Africa Trevor Lumsden and Roland Schulze School of Bioresources.
Statistical hypothesis testing – Inferential statistics II. Testing for associations.
Adapted from Walch Education A linear equation describes a situation where there is a near- constant rate of change. An exponential equation describes.
Motive Konza: understanding disease, since there is no apparent reason to manage native pathogens of native plants Also have background information in.
Precipitation Effects on Tree Ring Width for Ulmus americana L
Hydrologic Modeling: Verification, Validation, Calibration, and Sensitivity Analysis Fritz R. Fiedler, P.E., Ph.D.
Combining historic growth and climate data to predict growth response to climate change in balsam fir in the Acadian Forest region Elizabeth McGarrigle.
Developing Monitoring Programs to Detect NPS Load Reductions.
Biostatistics in Practice Peter D. Christenson Biostatistician Session 5: Methods for Assessing Associations.
LOGO Chapter 4 Multiple Regression Analysis Devilia Sari - Natalia.
Validating Wykoff's Model, Take 2: Equivalence tests and spatial analysis in a design- unbiased analytical framework Robert Froese, Ph.D., R.P.F. School.
Non-Linear Regression. The data frame trees is made available in R with >data(trees) These record the girth in inches, height in feet and volume of timber.
Building a Biome Model.
Validating the Prognosis DDS model for the Inland Empire Robert E. FroeseAndrew P. Robinson School of Forest Resources Etc.Department of Forest Resources.
When is it reasonable to make a prediction? For example, when you know the height of a tree, can you predict the size of its leaves? Or if you know the.
Student assessment AH Mehrparvar,MD Occupational Medicine department Yazd University of Medical Sciences.
Regression using lm lmRegression.R Basics Prediction World Bank CO2 Data.
Lesson Overview Lesson Overview Science in Context Bell Ringer What are the goals of science? 1. ______________________________________ 2. ______________________________________.
Suborna Shekhor Ahmed Department of Forest Resources Management Faculty of Forestry, UBC Western Mensurationists Conference Missoula, MT June 20 to 22,
Course Review FORE 3218 Course Review  Sampling  Inventories  Growth and yield.
Describing & Examining Scientific Data Science Methods & Practice BES 301 November 4 and 9, 2009.
Forecasting Parameters of a firm (input, output and products)
Using Population Data to Address the Human Dimensions of Population Change D.M. Mageean and J.G. Bartlett Jessica Daniel 10/27/2009.
6.4*The table gives the results of multiple and simple regressions of LGFDHO, the logarithm of annual household expenditure on food eaten at home, on LGEXP,
Essential Questions What is biology? What are possible benefits of studying biology? What are the characteristics of living things? Introduction to Biology.
Lesson – Teacher Notes Standard: 8.SP.A.1 Construct and interpret scatter plots for bivariate measurement data to investigate patterns of association.
Q2010 Special session 34 Data quality and inference under register information Discussion by Carl-Erik Särndal.
Incorporating Climate and Weather Information into Growth and Yield Models: Experiences from Modeling Loblolly Pine Plantations Ralph L. Amateis Department.
Introduction to Earth Science Section 1 SECTION 1: WHAT IS EARTH SCIENCE? Preview  Key Ideas Key Ideas  The Scientific Study of Earth The Scientific.
Ch4 Notes #2. Kinds of Ecosystems Four main categories of Biomes  Forests  Flatlands  Fresh water  Marine.
VARIABLE MISSPECIFICATION I: OMISSION OF A RELEVANT VARIABLE In this sequence and the next we will investigate the consequences of misspecifying the regression.
5. Evaluation of measuring tools: reliability Psychometrics. 2011/12. Group A (English)
McGraw-Hill/Irwin © 2003 The McGraw-Hill Companies, Inc.,All Rights Reserved. Part Four ANALYSIS AND PRESENTATION OF DATA.
Logistic Regression: Regression with a Binary Dependent Variable.
Andrew Haywood123, Andrew Mellor13,
Chris Pruden Mentor: Grant Casady PhD
PCB 3043L - General Ecology Data Analysis.
Trees Nodes Is Temp>30? False True Temp<=30° Temp>30°
Introduction to Paleoclimatology
The Scientific Method.
S519: Evaluation of Information Systems
The Scientific Method.
The Scientific Method.
Teaching Analytics with Case Studies: Finding Love in a Classification Tree Ruth Hummel, PhD JMP Academic Ambassador.
Evaluation of measuring tools: reliability
Where is this station/location?
Proxy Measures of Past Climates
The Least-Squares Line Introduction
Three Measures of Influence
JEOPARDY Functions Linear Models Exponential Models Quadratic Models
The Scientific Method.
Ch 9.
Chapter 6 Logistic Regression: Regression with a Binary Dependent Variable Copyright © 2010 Pearson Education, Inc., publishing as Prentice-Hall.
Lesson – Teacher Notes Standard:
GL 51 – Statistical evaluation of stability data
Populations 5-2 Limits to Growth
Presentation transcript:

FVSCLIM: Prognosis Re-Engineered to Incorporate Climate Variables Robert Froese, Ph.D., R.P.F. School of Forest Resources and Environmental Science Michigan Technological University, Houghton MI Again

This presentation has four parts Introduction Approach Relevance Performance The issue, the question and the model formulations examined The methods and the data sets How do revisions affect fit and prediction accuracy? Does the approach have merit, and what are the next steps?

This presentation has four parts The issue, the question and the model formulations examined The methods and the data sets How do revisions affect fit and prediction accuracy? Does the approach have merit, and what are the next steps? Introduction Approach Relevance Performance

This presentation has four parts The issue, the question and the model formulations examined The methods and the data sets How do revisions affect fit and prediction accuracy? Does the approach have merit, and what are the next steps? Introduction Approach Relevance Performance

This presentation has four parts The issue, the question and the model formulations examined The methods and the data sets How do revisions affect fit and prediction accuracy? Does the approach have merit, and what are the next steps? Introduction Approach Relevance Performance

Wykoff’s (1990) Basal Area Increment Model is the subject of this research DDS = DBH 2 t+10 - DBH 2 t but actually.. DDS = DBH 2 t - DBH 2 t-10 BAI = π/4 (DBH 2 t - DBH 2 t-10 ) DI = (DBH 2 + DDS) DBH ln(DDS) = f (SIZE + SITE + COMPETITION)

Last year I presented results of a validation study of Wykoff’s model

“How and Where does Wykoff’s Basal Area Increment Model Fail?” “I appreciate the opportunity to review your paper. The title certainly grabs your attention, especially if your name is Wykoff and you spent many years developing the subject model.” I wrote it up as a manuscript… Bill replied:

The Prognosis BAI model is a multiple linear regression on the logarithmic scale Wykoff 1990

Wykoff (1997) proposed a number of revisions to the model formulation Wykoff 1990 Wykoff 1997

Froese (2003) proposed replacing climate proxies with climate variables Wykoff 1997 Froese 2003

The approach involves two parts evaluating model revisions –Fit Wykoff (1990), Wykoff (1997) and Froese (2003) to the new FIA data –Compare fit and lack-of-fit statistics of different model formulations testing on independent data –generate predictions for independent testing data –compare bias of prediction residuals across model formulations –Compare results using equivalence tests Introduction Approach Relevance Performance

Froese (2003) pretended to be a physiologist ANP: total annual precipitation GSL: growing season length (days with nighttime minimum temperature greater than 0°C) GSP: total precipitation during the growing season GST: mean daily temperature during the growing season GSV: mean daily water vapour pressure deficit during the growing season

Froese (2003) also pretended to be a climatologist

Changing model formulation had small effect on fit statistics Introduction Approach Relevance Performance Fit to the FIA data:

The Froese (2003) model provided biologically-rational behaviour Biologically reasonable sign and magnitude of model coefficients Extrapolation issues remain to be resolved Douglas-fir on median site

Testing revealed that every formulation over- predicts on the validation data Tested on the Region 1 data:

The 1990 formulation failed to be validated for the monitoring data

The 1997 model performed better, but was still not validated in this situation

The 2003 model performed similarly to the 1997 model but was also not validated

The substitution of climate variables for proxies is validated using equivalence tests

The model is not appropriately responsive to small and suppressed trees Results for Pseudotsuga menziesii

Some results are encouraging, some suggest that more work is needed Are we (am I) splitting hairs? –Is an RMSE reduction of 2% useful? Does it really matter if RMSE reductions are small? Can we come up with better DDS model formulations? What’s wrong with predictions for small trees? Have I modelled climate effects on growth or climate effects on genes? Introduction Approach Relevance Performance