prospecMemory | R Documentation |
Smith and Bayen (2004) tested the performance of 64 participants in an event-based prospective memory task that was embedded in a color-matching task. On each trial, participants were presented with four colored rectangles followed by a colored word. Their task was to press a key to indicate whether the color of the word matched one of the rectangles. Interspersed among these nontarget words were six target words for which subjects had to remember to press a special key (prospective memory response) regardless of the color. Participants received two different instruction types either stressing the importance of the color-matching (CMI) or of the prospective-memory task (PMI).
In a replication study, the performance of 72 German-speaking participants was tested; this study was designed to be similar to Experiment 1 in Smith and Bayen (2004).
data(prospecMemory)
PMSmithBayen
A data frame consisting of five variables:
instruction
instruction type, either color-matching
importance (cmi
) or prospective memory importance (pmi
).
item
a factor specifying one of four item types: either a target word that did or did not match the color of the rectangles, or a nontarget word that did or did not match.
resp
a factor giving the response categories: match
,
nonmatch
, or the prospective memory response (prospec
).
freq
the aggregate response frequencies per condition.
treeid
an identifier for the single trees of the joint multinomial model.
PMreplication
A data frame containing 72 observations of five
variables:
gender
factor. Participant gender.
age
participant age.
instr
factor. Instruction type.
rtdiff
average response time difference (in milliseconds) between color-matching and prospective-memory task.
y
a matrix of aggregate response frequencies per
participant. The column names indicate each of twelve response
categories: match, nonmatch, prospective memory response for targets in
matching (tmm
, tmn
, tmp
) or in nonmatching
condition (tnm
, tnn
, tnp
), and again for nontargets
(nmm
, nmn
, nmp
vs. nnm
, nnn
,
nnp
).
Smith, R.E., & Bayen, U.J. (2004). A multinomial model of event-based prospective memory. Journal of Experimental Psychology: Learning, Memory, and Cognition, 30(4), 756–777. \Sexpr[results=rd]{tools:::Rd_expr_doi("10.1037/0278-7393.30.4.756")}
For the replication study, data were collected at the Department of Psychology, University of Tuebingen, between December 2018 and January 2019.
mpt
.
## Prospective memory model: identifiability
qr(mptspec("prospec",
.restr = list(M1=M, M2=M))$par2deriv(runif(6))$deriv)$rank
qr(mptspec("prospec",
.restr = list(M1=M, M2=M, g=.1, c=.5))$par2deriv(runif(4))$deriv)$rank
## Prospective memory model: goodness of fit
data(prospecMemory)
cmi <- PMSmithBayen[PMSmithBayen$instruction == "cmi", ]
m2 <- mpt(mptspec("prospec", .restr = list(M1=M, M2=M, g=.1, c=.5)), cmi)
m1 <- mpt(update(m2$spec, .restr = list(C2=C1)), cmi)
anova(m1, m2)
pmi <- PMSmithBayen[PMSmithBayen$instruction == "pmi", ]
anova(mpt(m1$spec, pmi), mpt(m2$spec, pmi))
## Testing P_cmi = P_pmi and M_cmi = M_pmi
## Smith and Bayen
m2 <- mpt(mptspec("prospec", .replicates = 2,
.restr = list(M11=M1, M21=M1, g1=.1, c1=.5,
M12=M2, M22=M2, g2=.1, c2=.5)),
data = PMSmithBayen)
m1 <- mpt(update(m2$spec, .restr = list(P2=P1)), PMSmithBayen)
m0 <- mpt(update(m2$spec, .restr = list(M2=M1)), PMSmithBayen)
anova(m1, m2)
anova(m0, m2)
## Replication
pm.agg <- aggregate(y ~ instr, PMreplication, sum)
y <- as.vector(t(pm.agg[2:1, -1]))
m3 <- mpt(m2$spec, y)
m1 <- mpt(update(m3$spec, .restr = list(P2=P1)), y)
m0 <- mpt(update(m3$spec, .restr = list(M2=M1)), y)
anova(m1, m3)
anova(m0, m3)
par(mfrow = 1:2)
dotchart(coef(m2)[c("C12", "C22", "P2", "M2")], xlim=0:1, xlab="",
labels=c("C1", "C2", "P", "M"), main="Smith and Bayen (2004, Exp. 1)")
points(coef(m2)[c("C11", "C21", "P1", "M1")], 1:4, pch=16)
legend("bottomleft", c("CMI", "PMI"), pch=c(1, 16), title="Instruction",
title.adj=1, bty="n")
dotchart(coef(m3)[c("C12", "C22", "P2", "M2")], xlim=0:1, xlab="",
labels=c("C1", "C2", "P", "M"), main="Replication study")
points(coef(m3)[c("C11", "C21", "P1", "M1")], 1:4, pch=16)
mtext("Parameter estimate (prospective memory model)", side=1,
line=-2, outer=TRUE)
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