Find the probability of a calibrated date being older than an age x.
Find the probability that a sample is older than a certain calendar age x, by calculating the proportion of the calibrated distribution 'after' x (i.e., 1 - the summed calibrated distribution up to year x).
older(
x,
y,
er,
cc = 1,
postbomb = FALSE,
deltaR = 0,
deltaSTD = 0,
normal = TRUE,
as.F = FALSE,
is.F = FALSE,
t.a = 3,
t.b = 4,
BCAD = FALSE,
threshold = 0
)
The probability of a date being older than a certain calendar age.
The year of interest, in cal BP by default.
The radiocarbon date's mean.
The radiocarbon date's lab error.
calibration curve for the radiocarbon date(s) (see the rintcal
package).
Whether or not to use a postbomb curve (see caldist()
).
Age offset (e.g. for marine samples).
Uncertainty of the age offset (1 standard deviation).
Use the normal distribution to calibrate dates (default TRUE). The alternative is to use the t model (Christen and Perez 2016).
Whether or not to calculate ages in the F14C realm. Defaults to as.F=FALSE
, which uses the C14 realm.
Use this if the provided date is in the F14C realm.
Value a of the t distribution (defaults to 3).
Value b of the t distribution (defaults to 4).
Which calendar scale to use. Defaults to cal BP, BCAD=FALSE
.
Report only values above a threshold. Defaults to threshold=0
.
Maarten Blaauw
The function can only deal with one date at a time.
older(2800, 2450, 20)
older(2400, 2450, 20)
calibrate(160, 20, BCAD=TRUE)
older(1750, 160, 20, BCAD=TRUE)
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