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Title: Detailed Automated Comparisons of Distinctive Projectile Point Type Sequences in the Northern Interm


1
Detailed Automated Comparisons of Distinctive
Projectile Point Type Sequences in the Northern
Intermountain West
  • by E.S. Lohse, Corey Schou, R. Schlader and D.
    Sammons Informatics Research Institute, Idaho
    State University

Paper presented at 63rd Annual Plains
Conference Edmonton, Alberta, Canada Oct 19-23,
2005.
2
Expert System SIGGI-AACS
  • SIGGI is
  • a Neural Agent
  • who Learns Rules
  • and Thinks Creatively

3
SIGGIs Thoughts
  • To train a neural agent in an AI system we must
    make implicit referential systems explicit
  • We extract expert knowledge and create
    hierarchical structures or decision trees
  • Siggi learns to think like an archaeologist
  • But Siggi has reference to much more
    authenticated data

4
SIGGI Prototype
  • Domain Expert Lohse (1985), Columbia Plateau
    cultural area
  • Rufus Wood Lake projectile point chronology used.
  • Large collection with established provenience and
    radiocarbon dates.
  • Lohse classification chosen because it was
    explicitly based on established types,
  • had clean provenience information,
  • a suite of radiocarbon dates,
  • a clear analytical framework,
  • and was statistically driven.

5
Expert Training Lohse 1985
  • SIGGI has currently been trained to employ the
    classification system developed by Lohse (1985)
    for the Columbia Plateau
  • Explicit
  • Statistically based
  • Authenticated data
  • Community acceptance

6
1st Order Rules Lanceolates
  • Variable forms are reduced to abstract geometric
    ideals
  • SIGGI is taught that this is important and that
    this leads to further distinctions

7
1st Order Rules Triangular
8
Classifying Points in Multidimensional Space
  • Handles real-world variability
  • Creates measurable relationships
  • Defines polythetic sets that offer discrimination
    between types
  • Constructs discriminant functions that
    distinguish between sets and individual specimens
  • Allows continued classification and objective
    assessments of class relations as the dataset
    expands

9
Series centroid plots
  • 6 morphological type series
  • Clear statistical separation
  • Simple lanceolate and side-notched series show
    greatest separation

10
Discriminant functions
  • A mathematical function is a Cartesian product of
    a set by itself where each pair of the product is
    assigned a real number
  • Relations are sets of ordered pairs where
    functions are sets of ordered triples
  • Measured points can be placed in matrices and
    distances plotted (correlation matrices)

11
Rotated standardized discriminant function
coefficients, lanceolate run (Lohse 1985)
  • F1 haft length
  • F2 neck width, blade width, shoulder angle,
    shoulder length
  • F1 and F2 adequately explain 91 of the variation
    in lanceolate types

Table 11-6, Lohse 1985
Conclusion for lanceolates, haft length and
development of well defined shoulders, coupled
with blade width and neck width are the major
variables used to distinguish recognized
lanceolate from shouldered lanceolate types.
12
Rotated standardized discriminant function
coefficients, triangular run (Lohse 1985)
Table 11-7, Lohse 1985
Conclusion for triangular points, variance in
form is more subtle than in Lanceolate types,
and the primary discriminating variables are
shoulder Angle, basal margin angle and stem size
or overall proportion, reflected in Basal width
and the ratio between neck and basal width.
13
Canonical Discriminant Runs, Lohse (1985)
14
Cases correctly classified, Lohse (1985)
15
Rufus Wood Lake Projectile Point Chronology
Modal types - descriptive - historical
16
Measurement Grids
Triangular Forms
Lanceolate Forms
17
SIGGI doesnt use discriminant analysis
  • SIGGI is short for use of sigmoid functions as
    part of curve fitting related to form recognition
  • Sigmoid functions are often used in neural
    networks to introduce nonlinearity in the model
    and to make sure that certain signals remain
    within a specified range.
  • A popular neural net element computes a linear
    combination of its input signals, and applies a
    bounded sigmoid function to the result this
    model can be seen as a "smoothed" variant of the
    classical threshold neuron.

http//www.answers.com/topic/sigmoid-function
18
Curve fitting sigmoid functions
http//mathworld.wolfram.com/SigmoidFunction.html
19
Actual outlines are reduced to geometric forms
  • Objects defined in a descriptive system can be
    conceived as points in space, whose dimensions
    are descriptors of the objects
  • - 2D space (2 measured axes elements in the
    vectors) distributions are regular, linear,
    clustered or random
  • - 3D space (Euclidean 3D space 5D etc.
    coordinates constitute vectors) clusters now
    occur in multiple dimensions
  • N2 clusters in the 5 empirical dimensions
    constitute 2 new abstract dimensions composed of
    multiple descriptors

20
Importance of Latent Dimensions
  • Data elements are transformed into latent
    dimensions in order to manipulate solutions at
    the abstract or symbolic level
  • Latent dimensions can be found easily on the
    computer
  • The latent dimensions are archaeological
    structures ( polythetic sets)
  • Identification of latent dimensions allows
    removal of unnecessary information using Bayesian
    inference models

http//reach.ucf.edu/aln/pyle/theory.html
21
Intersecting Variables
22
TYPES
  • RULES FOR INCLUSION OF DATA
  • 1- A defined type must have a clearly proscribed
    range of variation defined quantitatively or
    qualitatively
  • 2- The named type must have been recovered in
    definable archaeological contexts, and is
    isolatable in specific stratigraphic sequences

23
SITES
  • RULES FOR INCLUSION OF DATA
  • 1- Sites must have been excavated in cultural
    stratigraphic levels and not in natural or
    arbitrary levels.
  • 2- Provenience information must be available for
    all recovered artifacts that specifies cultural
    units as to stratum, feature and association.
  • 3- A detailed descriptive report covering
    excavation methodology and analysis must be
    published for the site or be in the process of
    publication, and excavation notes and photographs
    must be on file at a recognized repository.

24
ASSEMBLAGES
  • RULES FOR INCLUSION OF DATA
  • 1- An artifact distribution to qualify as a site
    activity assemblage must be defined in a discrete
    vertical and horizontal distribution associated
    with a recognizable cultural feature.
  • 2- The cultural and natural stratigraphy must
    indicate that the assemblage represents a
    discrete prehistoric activity. The assemblage is
    not an analytical construct but a found context.
  • 3- The assemblage indicates a discrete series of
    tasks or task-related activities. The assemblage
    is not an amalgam of activities over an extended
    period of time reflecting different seasons of
    site use nor different uses in different years.

25
TYPES AND ASSEMBLAGES
  • Assemblage Windust
  • a composite
  • Types Windust, Cascade and Cold Springs S-n
  • Windust and Cascade
  • are distinctive to region (cultures)
  • Large Side-n non-
  • distinctive as regional
  • indicator ( associated
  • temporal marker)

Ames et al. 1998 reproduced from Leonhardy and
Rice 1970
26
Inspection of Interstices

27
Plateau Arche-Types
Rabbit Island
Cascade
Windust
Lind Coulee
28
Plateau Archetype Schema
29
Common Structures
30
Middle Archaic C-n Forms
How to identify common and unique types?
Columbia Plateau these are Columbia C-n, large
and small Plains these are Pelican
Lake specimens Basin these are Elko
C-n specimens
http//www.abheritage.ca/alberta/archaeology/i_pel
ican.html
31
Late Archaic S-n Forms
How to identify common and unique types?
Columbia Plateau these are Plateau S-n Plains
these are Avonlea specimens Basin these are
Desert S-n specimens
http//lithiccastinglab.com/gallery-pages/avonleag
rouplarge.htm
32
SIGGI as a user-defined smart interface
33
Loading images
34
Defining outlines eroding
35
Simple outlines
36
Probabilities of membership morphological
categories
37
Probabilities of membership Historical types
38
To Do
  • Obtain information from domain experts
  • Columbia Plateau
  • Northwestern Plains
  • Great Basin
  • Classify methods by interactions with domain
    experts
  • Classify by types of information elicited from
    domain experts

39
Expert Interactions 1
  • Interviews (concept mapping, cognitive structure
    analysis, data flow models, task action mapping)
  • Case Studies (context-driven)
  • Protocols (actions and mental processes)
  • Critiquing

40
Expert Interactions 2
  • Role Playing
  • Simulations
  • Prototyping (expert evals, iterative system
    evals, rapid prototyping, storyboarding)
  • Teach-back
  • Basic observation

41
Need for authenticity
  • Only data that can be verified will be entered
    into the database
  • used to train SIGGI
  • used to test SIGGI
  • Explicit rules for inclusion can be constructed
  • sites to include
  • assemblages to include

42
Conclusions
  • SIGGI was developed as
  • an explicit classification system based on
    accepted typologies
  • a smart user interface to
  • manipulate large relational databases
  • explore the nature of archaeological
    classification
  • SIGGI as a prototype is smart enough to
  • classify specimens into general accepted types
  • begin explicit comparisons between cultural areas
  • begin knowledge elicitation experiments with
    archaeological experts

43
Suggested References
  • Lohse, E.S., D. Sammons, C. Schou, A. Strickland,
    and R. Schlader, 2005, Developing Archaeological
    Informatics A Proposed Agenda for the Next
    FiveYears. Paper to be published in Proceedings
    of the 2004 Computer Applications in Archaeology
    Conference, BAR International Series, N.
    Niccolucci (ed.).
  • Lohse, E.S., C. Schou, A. Strickland, D. Sammons
    and R. Schlader, 2004, Automated Classification
    of Stone Projectile Points in a Neural Network,
    in Magistrat der Stadt Wien Referat Ulturelles
    Erbe Stadarchaeologie Wien (eds.), Enter the
    Past The E-Way into the four Dimensions of
    Cultural Heritage, BAR International Series 1227,
    pp. 431-433. Oxford.
  • Lohse, E.S., 1995, Northern Intermountain West
    Projectile Point Chronology. Tebiwa 25(1) 3-51.
  • Lohse, E.S., 1985, Rufus Woods Lake Projectile
    Point Chronology, in S.K. Campbell (ed.), Summary
    of Results, Chief Joseph Dam Cultural Resources
    Project, Washington, pp. 317-364. Final Report to
    the U.S. Army Corps of Engineers, Seattle
    District. Office of Public Archaeology,
    University of Washington, Seattle.

44
Informatics Research Institute
  • Center for Innovative Technology In Archeological
    Informatics CITI-AI http//iri.isu.edu/AIRC.htm
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