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Copy file name to clipboardExpand all lines: README.md
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## Variables
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Default-values have been set to mirror Zollman's (2010) model. The slider ranges are mostly set to mirror the ranges considered by Rosenstock et al. (2016). The exceptions are:
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Default-values have been set to mirror Zollman's (2010) model. The slider ranges are mostly set to mirror the ranges considered by Rosenstock et al. (2016) ( pulls correspond to `n` in Rosenstock et al.(2016)). The exceptions are:
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* The signal ranges have a larger interval
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* The pulls range doesn't start at 1 but at 100 because of the normal approximation potentially not being accurate enough for low numbers of pulls. ( pulls correspond to `n` in Rosenstock et al.(2016))
; reports a numerical approximation for the error-function function on its
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; negative domain, therefore the argument (x) must be smaller than 0. For
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; sources see infotab.
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to-report erf [x]
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lett (1 - .5 * x)
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report exp ( 0 - x ^ 2 - 1.26551223 + 1.00002368 / t
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+ .37409196 / t ^ 2 + 0.09678418 / t ^ 3
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- .18628806 / t ^ 4 + .27886807 / t ^ 5
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- 1.13520398 / t ^ 6 + 1.48851587 / t ^ 7
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- .82215223 / t ^ 8 + .17087277 / t ^ 9)
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/ t - 1
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end
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@#$#@#$#@
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GRAPHICS-WINDOW
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pulls
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pulls
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1
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6000
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1000.0
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1
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1
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NIL
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HORIZONTAL
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## Variables
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Default-values have been set to mirror Zollman's (2010) model. The slider ranges are mostly set to mirror the ranges considered by Rosenstock et al. (2016). The exceptions are:
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Default-values have been set to mirror Zollman's (2010) model. The slider ranges are mostly set to mirror the ranges considered by Rosenstock et al. (2016) ( pulls correspond to `n` in Rosenstock et al.(2016)). The exceptions are:
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* The signal ranges have a larger interval
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* The pulls range doesn't start at 1 but at 100 because of the normal approximation potentially not being accurate enough for low numbers of pulls. ( pulls correspond to `n` in Rosenstock et al.(2016))
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### Globals
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#### confidence-cutoff
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* type: integer
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* example: 10000
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* example: 0.9999
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The global-confidence `g-confidence` must be higher than this value for the run to be terminated.
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A hidden variable: the confidence that the least confident scientist has to reach before the run is terminated.
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#### converged-ticks
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The theory the researchers converged on the last time they converged: 0 = th1, 1 = th2
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#### max-confidence
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* type: integer
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* example: 100000
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A hidden variable: the maximal confidence a researcher can reach.
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#### max-ticks
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* type: integer
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Stores the random-seed of the current run.
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#### g-confidence
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* format: float
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* example: 0.9993
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Global-confidence: the probability that not a single researcher will switch theories i.e. the probability that this convergence is final. Range: [0,1]
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#### g-depressed-confidence
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* format: boolean
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* example: false
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If there is a researcher for whom, if given sufficient time for her belief to converge to the average signal of her and her link-neighbors, this would this be enough to abandon her current theory, her confidence will always be zero and therefore `g-confidence` will also be zero. In this case `g-depressed-confidence` will be set to true in order to avoid redundant confidence calculations.
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### Turtles-own
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How confident the researcher is in the fact that her current best theory is actually the best theory (i.e. how unlikely it is that she will change her mind). Only calculated once all researchers have converged to one theory.
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#### avg-neighbor-signal
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* type: float
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* example: 0.499
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Only set once all researchers converged. This is the average signal the researcher and her link-neighbors currently observe for the theory they converged on.
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