Use of pollen data to investigate past climates: spatial and ecological sources of uncertainty Mary Edwards and Heather Binney School of Geography, University.

Slides:



Advertisements
Similar presentations
ISOTOPES AND LAND PLANT ECOLOGY C3 vs. C4 vs. CAM.
Advertisements

Scaling Biomass Measurements for Examining MODIS Derived Vegetation Products Matthew C. Reeves and Maosheng Zhao Numerical Terradynamic Simulation Group.
The West Cascades Park City The West Cascades NaFISNationwide Forest Imputation Study.
NWS Calibration Workshop, LMRFC March, 2009 Slide 1 Sacramento Model Derivation of Initial Parameters.
“Using MODIS and POLDER data to develop a generalized approach for correction of the BRDF effect” Eric F. Vermote, Christopher O. Justice Dept of Geography,
Outline 1) Objectives 2) Model representation 3) Assumptions 4) Data type requirement 5) Steps for solving problem 6) A hypothetical example Path Analysis.
A statistical method for calculating the impact of climate change on future air quality over the Northeast United States. Collaborators: Cynthia Lin, Katharine.
University of Wisconsin-Milwaukee Geographic Information Science Geography 625 Intermediate Geographic Information Science Instructor: Changshan Wu Department.
Spring INTRODUCTION There exists a lot of methods used for identifying high risk locations or sites that experience more crashes than one would.
Scale & Scaling What is scale? What is scale? Why is scale important in landscape ecology? Why is scale important in landscape ecology? What are the correct.
Motion Analysis (contd.) Slides are from RPI Registration Class.
Spatial Interpolation
Climate Research Branch / CCCma Discussion of use of statistical methods in palaeo-reconstructions Photo: F. Zwiers Francis Zwiers Climate Research Division,
A COMPARISON OF APPROACHES FOR VERIFYING SOUTHWEST REGIONAL GAP VERTEBRATE-HABITAT DISTRIBUTION MODELS J. Judson Wynne, Charles A. Drost and Kathryn A.
Globally distributed evapotranspiration using remote sensing and CEOP data Eric Wood, Matthew McCabe and Hongbo Su Princeton University.
Biosphere Modeling Galina Churkina MPI for Biogeochemistry.
Deterministic Solutions Geostatistical Solutions
10/17/071 Read: Ch. 15, GSF Comparing Ecological Communities Part Two: Ordination.
Non-marine paleoclimate records
Overview of Biomass Mapping The Woods Hole Research Center Alessandro Baccini, Wayne Walker and Ned Horning November 8 – 12, Samarinda, Indonesia.
Rio de Janeiro Earth Summit Signatories pledged to establish a system of protected areas Reserves should be Comprehensive Representative Adequate Flexible.
1 The vulnerability of road networks under area-covering disruptions Erik Jenelius Lars-Göran Mattsson Div. of Transport and Location Analysis Dept. of.
© Crown copyright Met Office Providing High-Resolution Regional Climates for Vulnerability Assessment and Adaptation Planning Joseph Intsiful, African.
Synoptic variability of cloud and TOA radiative flux diurnal cycles Patrick Taylor NASA Langley Research Center Climate Science Branch
Model Construction: interpolation techniques 1392.
Populations & Sampling. Population The number of species living in a particular place and a particular time Population ecology looks at knowing the dynamics.
Archaeological Data Management in an Interdisciplinary Environment Péter Szabó, Petr Kuneš, Jan Kolář, Helena Svitavská Svobodová, Jana Müllerová, Eva.
The Semivariogram in Remote Sensing: An Introduction P. J. Curran, Remote Sensing of Environment 24: (1988). Presented by Dahl Winters Geog 577,
PCB 3043L - General Ecology Data Analysis. OUTLINE Organizing an ecological study Basic sampling terminology Statistical analysis of data –Why use statistics?
Integration of biosphere and atmosphere observations Yingping Wang 1, Gabriel Abramowitz 1, Rachel Law 1, Bernard Pak 1, Cathy Trudinger 1, Ian Enting.
Extent and Mask Extent of original data Extent of analysis area Mask – areas of interest Remember all rasters are rectangles.
Landscape Ecology: Conclusions and Future Directions.
Nitrogen Oxide Emissions Constrained by Space-based Observations of NO 2 Columns University of Houston Amir Souri, Yunsoo Choi, Lijun Diao & Xiangshang.
AAG 2010 Washington DC Savanna Vegetation Changes as Influenced by Climate in East Africa Gopal Alagarswamy, Chuan Qin, Jiaguo Qi, Jeff Andresen, Jennifer.
Ice Cover in New York City Drinking Water Reservoirs: Modeling Simulations and Observations NIHAR R. SAMAL, Institute for Sustainable Cities, City University.
What do glacial moraine chronologies really tell us about climate? Martin P. Kirkbride Geography School of the Environment School of the Environment University.
Experiences in assessing deposition model uncertainty and the consequences for policy application Rognvald I Smith Centre for Ecology and Hydrology, Edinburgh.
Causes and Consequences of Spatial Heterogeneity Ecolog(ists) use(s) the concept of a landscape in two ways. The first, which considers a landscape as.
Slide 1 Marc Kennedy, Clive Anderson, Anthony O’Hagan, Mark Lomas, Ian Woodward, Andreas Heinemayer and John Paul Gosling Quantifying uncertainty in the.

L15 – Spatial Interpolation – Part 1 Chapter 12. INTERPOLATION Procedure to predict values of attributes at unsampled points Why? Can’t measure all locations:
ESTIMATION OF SOLAR RADIATIVE IMPACT DUE TO BIOMASS BURNING OVER THE AFRICAN CONTINENT Y. Govaerts (1), G. Myhre (2), J. M. Haywood (3), T. K. Berntsen.
PCB 3043L - General Ecology Data Analysis.
Introduction to Models Lecture 8 February 22, 2005.
Remote Sensing Unsupervised Image Classification.
Using Population Data to Address the Human Dimensions of Population Change D.M. Mageean and J.G. Bartlett Jessica Daniel 10/27/2009.
The ENSEMBLES high- resolution gridded daily observed dataset Malcolm Haylock, Phil Jones, Climatic Research Unit, UK WP5.1 team: KNMI, MeteoSwiss, Oxford.
Data Processing Flow Chart Start NDVI, EVI2 are calculated and Rank SDS are incorporated Integrity Data Check: Is the data correct? Data: Download a) AVHRR.
Populations & Sampling. Population The number of individuals of a species living in a particular place and a particular time Population ecology looks.
Calculating ‘g’ practical
Ecology 8310 Population (and Community) Ecology Communities in Space (Metacommunities) Island Biogeography (an early view) Evolving views Similarity in.
Species richness: Taxonomic/phylogenetic perspectives.
1 Occupancy models extension: Species Co-occurrence.
INTERPOLATION Procedure to predict values of attributes at unsampled points within the region sampled Why?Examples: -Can not measure all locations: - temperature.
NOAA Northeast Regional Climate Center Dr. Lee Tryhorn NOAA Climate Literacy Workshop April 2010 NOAA Northeast Regional Climate.
Interpolation Local Interpolation Methods –IDW – Inverse Distance Weighting –Natural Neighbor –Spline – Radial Basis Functions –Kriging – Geostatistical.
Integrating LiDAR Intensity and Elevation Data for Terrain Characterization in a Forested Area Cheng Wang and Nancy F. Glenn IEEE GEOSCIENCE AND REMOTE.
Fire in Hell’s Kitchen A look at fire and vegetation in Northern Wisconsin over the last 5000 years -John LeValley.
On constraining dynamic parameters from finite-source rupture models of past earthquakes Mathieu Causse (ISTerre) Luis Dalguer (ETHZ) and Martin Mai (KAUST)
Global Circulation Models
Quantifying Scale and Pattern Lecture 7 February 15, 2005
Statistical Methods for Model Evaluation – Moving Beyond the Comparison of Matched Observations and Output for Model Grid Cells Kristen M. Foley1, Jenise.
PCB 3043L - General Ecology Data Analysis.
Introduction to Paleoclimatology
Reconstructing Past Climates
Pollen Representation of Vegetation Pattern in Woodrat Middens
Studying Ecosystems.
Network Screening & Diagnosis
Interpolating Surfaces
Non-marine biological evidence
Presentation transcript:

Use of pollen data to investigate past climates: spatial and ecological sources of uncertainty Mary Edwards and Heather Binney School of Geography, University of Southampton 11 th IMSC th July 2010

OUTLINE 1. Using spatial arrays of pollen data to reconstruct past climate i) directly from pollen ii) indirectly via biomes 2. Issues of uncertainty linked with spatial properties of the data i) pollen-vegetation relationships ii) spatial interpolation

Bigelow et al 2003 JGR-A thinning out with time…

i) direct climate reconstruction: estimating a function based on a modern training set Linear relationship between climate variable and pollen taxonomic composition (here CCA axis values) Fréchette et al 2008 Quaternary Science Reviews Age/depth

Modern analogue technique - assumes a that if fossil pollen assemblage is similar to a modern assemblage, both derive from similar vegetation and reflect a similar climate. Similarity between fossil and modern assemblages is based on a dissimilarity metric such as the squared chord distance (SCD). One or more ‘best’ analogues with scores that pass an acceptability threshold are used to produce a climate estimate

Anderson et al 1989 J Biogeography

Advantage: establish direct pollen-climate relationship; systematically biased pollen values in relation to vegetation no problem—unless relationship changes with time. Disadvantage: require modern training set based on taxonomy that constrains application to where modern analogues are available, therefore often only reliable from early Holocene forward. Noise in the data calibration partly due to different site types in modern datasets. CO 2 levels affect pollen productivity—may enhance pre- Holocene no-analogue effect if taxa variably affected

Plant-functional type (PFT)/BIOME approach - plants’ evolved relationships with critical climate variables - related to form, physiology and phenology - free from taxonomic constraints and no-analogue problem Pollen types  PFTs (Prentice et al 1996 Climate Dynamics) PFTs calibrated to key climate thresholds/variables Reconstructions based on PFT’s (eg Peyron et al 1998 Quaternary Research) Pollen types  PFTs PFTs  BIOMES -Comparison of pollen-based biomes with output from BIOME4 vegetation model driven by palaeoclimate simulation (eg Kaplan et al 2003 JGR-A, -Inverse use of vegetation model to produce climate estimates Wu et al 2007 Climate Dynamics)

A is affinity score of species i for biome k; summed for all species, j. δ ij is the entry (0 or 1) in the taxon-biome matrix p jk are pollen percentage values θ is a threshold pollen percentage √ 70 = 8.36 (Betula) and √ 30 = 5.47 (Picea) (no threshold) A(shrub tundra) is 8.36 A(taiga) is For the purposes of classification/comparison, the biome is assigned to taiga

Biomized modern pollen TESTING THE BIOMIZATION METHOD Observed modern vegetation (Kaplan et al 2003) BIOME 4 model simulation of modern vegetation (Kaplan et al 2003)

Example of data-model comparison (c) LMDH and (d) UGAMP 21- ka simulations (f) pollen data Kaplan et al 2003 JGR.

Wu et al 2007 clim dyn – 6 ka and 21 ka

6 ka MTCO MTWA (anomalies)

Uncertainty resides - in the way that plants produce pollen (biomass vs pollen abundance) - in the way that pollen is transported in the atmosphere and subsequently deposited And it depends on the spatial properties of the collection locality and the surrounding landscape Abundance in vegetation Pollen abundance Uncertainty – spatial concerns Influences methods where pollen is related to vegetation then climate

Proportion of a species in the regional vegetation is a function of α (pollen productivity) and dispersal-deposition characteristics (C). In larger lakes (radius > 600 m) regional vegetation is consistently recorded, even though there is a heterogeneous vegetation mosaic. Small lakes/mires record vegetation near the site—variably noisy as a regional signal. Sugita 2007 Holocene.

Land cover around a large lake in Sweden estimated with pollen biases taken into account (right) - affects biome affinity scores and possibly biome assignment Hellman 2008

We used a transect approach, comparing all biome calls with all vegetation pixels within a sector along the transect. The bias for forest in tundra in the pollen data relates to relative over- representation of tree pollen (particularly Pinus)

For the treeline we used a ‘simplified’ equation to correct for bias in the pollen signal V i,k is the estimate of the vegetation proportion occupied by species i based on pollen data at site k n ik is the pollen count of species i at site k  is an estimate of pollen productivity (against a standard) C reflects the aerodynamic properties of the pollen and is a function of fall speed  and C were further simplified into 3 and 5 categories, respectively

Both the shape of the curve and the 50% point change The bias is not removed by these factors, but the match is better using  or  with C, but not C alone

Spatial interpolation: Williams et al 2004 Ecol Monogr Davis et al 2003 – did they think of everything? - GIS-based 4-D grid (includes elevation and time) - 4-D smoothing spline Supplement information in space with information in time Quality and spatial coverage of information at each site?

Conclusion 1. Spatial uncertainty in pollen data derives from the biology of pollen production and dispersal and from the discrete and dispersed nature of pollen sites 2. Flexible methods of assessing past climate such as PFT/biomization approaches (i.e. not constrained to modern calibration sets) are affected by both these issues 3. Given the limited availability of pollen data and the high level of effort to retrieve new information—developing biologically informed statistical approaches to improve usefulness of existing data is critical