Description Usage Arguments Details Value Note Author(s) References See Also Examples
"rel.cond" calculates a conditional kinship matrix starting from isonymy data.
1 | rel.cond(x,R, method="A")
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x |
is a square Unbiased Random Isonymy matrix, possibly obtained using the "uri" function on the raw surname data |
R |
is an unbiased estimate of Regional Random Isonymy, calculated by the function "rri" |
method |
a character string specifying the method to be used in the calculation of the coefficients. The available options are "A" and "B". Both the methods give similar results. The "A" method is given as the default option |
The function implements Relethford's method to calculate kinship coefficients starting from surname data.
Returns a square symmetric conditional kinship matrix.
The term 'conditional kinship' refers to kinship relative to the contemporary region
Federico C. F. Calboli and Alessio Boattini alessio.boattini2@unibo.it
Relethford, J. H. 1988. Estimation of kinship and genetic distance from surnames. Human Biology, 60(3): 475-492.
uri
to calculate Unbiased Random Isonymy starting from tables of surname frequencies, rri
to calculate an an unbiased estimate of Regional Random Isonymy, rel.phi
to calculate an 'a priori' kinship matrix from isonymy data
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 | # starting from a raw marriage records dataset:
data(valley)
tot <- sur.freq(valley,valley$PAR,valley$SURM,valley$SURF)
tot # a frequency table calculated above all the surnames
iso.matrix <- uri(tot)
iso.matrix # an unbiased random isonymy matrix
reg <- rri(tot)
reg # a coefficient of unbiased Regional Random Isonymy
kin.cond <- rel.cond(iso.matrix,reg)
kin.cond # a conditional kinship matrix
#starting from a generic surname frequency table
data(surnames)
surnames # a made-up dataset
iso.matrix <- uri(surnames)
iso.matrix # an unbiased random isonymy matrix
reg <- rri(surnames)
reg # a coefficient of unbiased Regional Random Isonymy
kin.cond <- rel.cond(iso.matrix,reg)
kin.cond # a conditional kinship matrix
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