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library(irt)
An Itempool
object is a collection of Item
and Testlet
objects. It
contains information of all items in a test or all items that will be used in an
item pool of an adaptive test.
Itempool
ObjectRasch
, 1PL
, 2PL
, 3PL
, 4PL
)There are multiple ways to create an Itempool
object. If all of the items
are from the same psychometric model, then using a data.frame
object to create
an Itempool
object is the most straightforward way.
# Create an item pool of 2PL items:
ip_dtf <- data.frame(
a = c(1.1821, 0.6645, 0.8994, 1.0731, 1.0252, 1.2325, 0.9278, 1.0967),
b = c(0.4185, -0.5992, 0.2193, 0.8823, 0.4652, 1.4006, -1.1193, -0.3747))
ip <- itempool(ip_dtf, model = "2PL")
ip
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b
#> <chr> <dbl> <dbl>
#> 1 Item_1 1.18 0.418
#> 2 Item_2 0.664 -0.599
#> 3 Item_3 0.899 0.219
#> 4 Item_4 1.07 0.882
#> 5 Item_5 1.03 0.465
#> 6 Item_6 1.23 1.40
#> 7 Item_7 0.928 -1.12
#> 8 Item_8 1.10 -0.375
If desired, item_id
’s and content areas of each item can be specified:
ip_dtf <- data.frame(
a = c(1.1821, 0.6645, 0.8994, 1.0731, 1.0252, 1.2325, 0.9278, 1.0967),
b = c(0.4185, -0.5992, 0.2193, 0.8823, 0.4652, 1.4006, -1.1193, -0.3747),
item_id = c("i1", "i2", "i3", "i4", "i5", "i6", "i7", "i8"),
content = c("Geometry", "Geometry", "Algebra", "Algebra", "Algebra",
"Geometry", "Algebra", "Algebra")
)
ip <- itempool(ip_dtf, model = "2PL")
ip
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i1 1.18 0.418 Geometry
#> 2 i2 0.664 -0.599 Geometry
#> 3 i3 0.899 0.219 Algebra
#> 4 i4 1.07 0.882 Algebra
#> 5 i5 1.03 0.465 Algebra
#> 6 i6 1.23 1.40 Geometry
#> 7 i7 0.928 -1.12 Algebra
#> 8 i8 1.10 -0.375 Algebra
By default, the scaling parameter D
for most of the models are set to 1.
This can be overwritten:
ip <- itempool(ip_dtf, model = "2PL", D = 1.7)
ip
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1.7
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i1 1.18 0.418 Geometry
#> 2 i2 0.664 -0.599 Geometry
#> 3 i3 0.899 0.219 Algebra
#> 4 i4 1.07 0.882 Algebra
#> 5 i5 1.03 0.465 Algebra
#> 6 i6 1.23 1.40 Geometry
#> 7 i7 0.928 -1.12 Algebra
#> 8 i8 1.10 -0.375 Algebra
Please review psychometric models for other models and
required parameters. For example, for 3PL
model:
ip_dtf <- data.frame(a = c(0.9303, 1.9423, 0.8417, 1.2622),
b = c(1.3515, -0.5039, -1.7263, 1.3125),
c = c(0.2301, 0.2224, 0.0967, 0.0112))
ip <- itempool(ip_dtf, model = "3PL", D = 1.7)
ip
#> An object of class 'Itempool'.
#> Model of items: 3PL
#> D = 1.7
#>
#> item_id a b c
#> <chr> <dbl> <dbl> <dbl>
#> 1 Item_1 0.930 1.35 0.230
#> 2 Item_2 1.94 -0.504 0.222
#> 3 Item_3 0.842 -1.73 0.0967
#> 4 Item_4 1.26 1.31 0.0112
GRM
, GPCM
, PCM
)For polytomous items, usually a vector of item thresholds should be specified. So, threshold (or step) parameters can given as the following example:
ip_dtf <- data.frame(a = c(1.8619, 1.2458, 1.3213, 0.6174, 1.3625),
b1 = c(-0.3666, -0.9717, -1.1588, 0.1093, 0.0858),
b2 = c(0.3178, 0.2458, -0.4978, 0.6437, 0.5161),
b3 = c(1.0384, 1.2382, 1.2787, 1.3609, 1.2145))
ip <- itempool(ip_dtf, model = "GPCM")
ip
#> An object of class 'Itempool'.
#> Model of items: GPCM
#> D = 1
#>
#> item_id a b1 b2 b3
#> <chr> <dbl> <dbl> <dbl> <dbl>
#> 1 Item_1 1.86 -0.367 0.318 1.04
#> 2 Item_2 1.25 -0.972 0.246 1.24
#> 3 Item_3 1.32 -1.16 -0.498 1.28
#> 4 Item_4 0.617 0.109 0.644 1.36
#> 5 Item_5 1.36 0.0858 0.516 1.21
The number of threshold parameters can be differ among items. In those cases,
simply fill the rest of the values using NA
:
ip_dtf <- data.frame(a = c(1.175, 0.981, 1.0625, 0.9545, 0.7763),
b1 = c(-0.9633, -0.4098, -0.298, 0.0576, -0.5342),
b2 = c(-0.6213, NA, 0.4792, 0.538, 0.0363),
b3 = c(0.5938, NA, NA, 0.9815, NA),
b4 = c(NA, NA, NA, 1.3351, NA))
ip <- itempool(ip_dtf, model = "GRM", D = 1.702)
ip
#> An object of class 'Itempool'.
#> Model of items: GRM
#> D = 1.702
#>
#> item_id a b1 b2 b3 b4
#> <chr> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 Item_1 1.18 -0.963 -0.621 0.594 NA
#> 2 Item_2 0.981 -0.410 NA NA NA
#> 3 Item_3 1.06 -0.298 0.479 NA NA
#> 4 Item_4 0.954 0.0576 0.538 0.982 1.34
#> 5 Item_5 0.776 -0.534 0.0363 NA NA
An example reparameterized “GPCM” item pool (see psychometric models vignette for details of this model):
ip_dtf <- data.frame(a = c(1.1152, 0.8231, 0.9527, 0.6423),
b = c(0.234, 0.0219, 0.7424, -0.3426),
d1 = c(0.0081, 0.8569, -1.5181, -0.8458),
d2 = c(0.3392, NA, -0.1978, 0.3756),
d3 = c(NA, NA, 0.1677, NA))
ip <- itempool(ip_dtf, model = "GPCM2", D = 1.702)
ip
#> An object of class 'Itempool'.
#> Model of items: GPCM2
#> D = 1.702
#>
#> item_id a b d1 d2 d3
#> <chr> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 Item_1 1.12 0.234 0.0081 0.339 NA
#> 2 Item_2 0.823 0.0219 0.857 NA NA
#> 3 Item_3 0.953 0.742 -1.52 -0.198 0.168
#> 4 Item_4 0.642 -0.343 -0.846 0.376 NA
If an Itempool
object should consist of mixture of items, then the
item parameter of each item should be specified as the examples above. But,
model
should be specified for each item in the data.frame
.
For example, the following item pool consists of three 3PL
items and two
GPCM
items:
ip_dtf <- data.frame(
model = c("3PL", "3PL", "3PL", "GPCM", "GPCM"),
a = c(1.6242, 0.9471, 1.4643, 0.6582, 1.0234),
b = c(0.4563, -0.2994, -0.3027, NA, NA),
c = c(0.0156, 0.0339, 0.1243, NA, NA),
b1 = c(NA, NA, NA, -1.1532, -1.2171),
b2 = c(NA, NA, NA, -0.5384, -0.3992),
b3 = c(NA, NA, NA, 0.0591, 0.1431),
b4 = c(NA, NA, NA, NA, 1.52),
D = c(1.7, 1.7, 1.7, 1, 1))
ip <- itempool(ip_dtf)
ip
#> An object of class 'Itempool'.
#>
#> item_id model a b c b1 b2 b3 b4 D
#> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 Item_1 3PL 1.62 0.456 0.0156 NA NA NA NA 1.7
#> 2 Item_2 3PL 0.947 -0.299 0.0339 NA NA NA NA 1.7
#> 3 Item_3 3PL 1.46 -0.303 0.124 NA NA NA NA 1.7
#> 4 Item_4 GPCM 0.658 NA NA -1.15 -0.538 0.0591 NA 1
#> 5 Item_5 GPCM 1.02 NA NA -1.22 -0.399 0.143 1.52 1
Itempool
ObjectsAn Itempool
object can be created using individual Item
and Testlet
objects.
For example, in the the following code, individual Item
objects are combined
to create an Itempool
object.
ip <- c(item(model = "3PL", a = 2.09, b = 1.17, c = 0.25, item_id = "i1"),
item(model = "3PL", a = 0.59, b = 0.77, c = 0.13, item_id = "i2"),
item(model = "3PL", a = 1.67, b = 1.05, c = 0.04, item_id = "i3"),
item(model = "3PL", a = 0.84, b = -1.8, c = 0.24, item_id = "i4"),
item(model = "GPCM", a = 1.96, b = c(-0.94, -0.09, 0.25), item_id = "i5"),
item(model = "GPCM", a = 0.59, b = c(0.07, 1.46), item_id = "i6"),
item(model = "GPCM", a = 0.73, b = c(-1.2, -0.78, 0.2, 1.8), item_id = "i7"))
ip
#> An object of class 'Itempool'.
#> D = 1
#>
#> item_id model a b c b1 b2 b3 b4
#> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 i1 3PL 2.09 1.17 0.25 NA NA NA NA
#> 2 i2 3PL 0.59 0.77 0.13 NA NA NA NA
#> 3 i3 3PL 1.67 1.05 0.04 NA NA NA NA
#> 4 i4 3PL 0.84 -1.8 0.24 NA NA NA NA
#> 5 i5 GPCM 1.96 NA NA -0.94 -0.09 0.25 NA
#> 6 i6 GPCM 0.59 NA NA 0.07 1.46 NA NA
#> 7 i7 GPCM 0.73 NA NA -1.2 -0.78 0.2 1.8
Using this method, Testlet
objects can be added to the item pool.
# Create a testlet object with three items.
t1 <- testlet(c(item(model = "3PL", a = 2.09, b = 1.17, c = 0.25, item_id = "i1"),
item(model = "3PL", a = 0.59, b = 0.77, c = 0.13, item_id = "i2"),
item(model = "3PL", a = 1.67, b = 1.05, c = 0.04, item_id = "i3")),
testlet_id = "Testlet-932")
# Create another testlet object with two items.
t2 <- testlet(c(item(model = "3PL", a = 0.84, b = -1.8, c = 0.24, item_id = "i4"),
item(model = "GPCM", a = 1.96, b = c(-0.94, -0.09, 0.25),
item_id = "i5")),
testlet_id = "Testlet-77")
# Standalone items to be added:
i6 <- item(model = "GPCM", a = 0.59, b = c(0.07, 1.46), item_id = "i6")
i7 <- item(model = "GPCM", a = 0.73, b = c(-1.2, -0.78, 0.2, 1.8), item_id = "i7")
# Combine all items and testlets:
ip_testlet <- c(t1, t2, i6, i7)
ip_testlet
#> An object of class 'Itempool'.
#> D = 1
#>
#> item_id testlet_id model a b c b1 b2 b3 b4
#> <chr> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 i1 Testlet-932 3PL 2.09 1.17 0.25 NA NA NA NA
#> 2 i2 Testlet-932 3PL 0.59 0.77 0.13 NA NA NA NA
#> 3 i3 Testlet-932 3PL 1.67 1.05 0.04 NA NA NA NA
#> 4 i4 Testlet-77 3PL 0.84 -1.8 0.24 NA NA NA NA
#> 5 i5 Testlet-77 GPCM 1.96 NA NA -0.94 -0.09 0.25 NA
#> 6 i6 <NA> GPCM 0.59 NA NA 0.07 1.46 NA NA
#> 7 i7 <NA> GPCM 0.73 NA NA -1.2 -0.78 0.2 1.8
Itempool
ObjectsWe will show the operations that can be performed on an Itempool
object
using the following three example item pools:
ip1 <- itempool(data.frame(
a = c(1.1821, 0.6645, 0.8994, 1.0731, 1.0252, 1.2325, 0.9278, 1.0967),
b = c(0.4185, -0.5992, 0.2193, 0.8823, 0.4652, 1.4006, -1.1193, -0.3747),
item_id = c("i1", "i2", "i3", "i4", "i5", "i6", "i7", "i8"),
content = c("Geometry", "Geometry", "Algebra", "Algebra", "Algebra",
"Geometry", "Algebra", "Algebra")
))
ip_mixed <- itempool(data.frame(
model = c("3PL", "3PL", "3PL", "GPCM", "GPCM"),
a = c(1.6242, 0.9471, 1.4643, 0.6582, 1.0234),
b = c(0.4563, -0.2994, -0.3027, NA, NA),
c = c(0.0156, 0.0339, 0.1243, NA, NA),
b1 = c(NA, NA, NA, -1.1532, -1.2171),
b2 = c(NA, NA, NA, -0.5384, -0.3992),
b3 = c(NA, NA, NA, 0.0591, 0.1431),
b4 = c(NA, NA, NA, NA, 1.52),
D = c(1.7, 1.7, 1.7, 1.7, 1.7)))
ip_testlet <- c(
testlet(c(item(model = "3PL", a = 2.09, b = 1.17, c = 0.25, item_id = "i1"),
item(model = "3PL", a = 0.59, b = 0.77, c = 0.13, item_id = "i2"),
item(model = "3PL", a = 1.67, b = 1.05, c = 0.04, item_id = "i3")),
testlet_id = "Testlet-932"),
item(model = "GPCM", a = 0.59, b = c(0.07, 1.46), item_id = "i6"),
testlet(c(item(model = "3PL", a = 0.84, b = -1.8, c = 0.24, item_id = "i4"),
item(model = "GPCM", a = 1.96, b = c(-0.94, -0.09, 0.25),
item_id = "i5")),
testlet_id = "Testlet-77"),
item(model = "GPCM", a = 0.73, b = c(-1.2, -0.78, 0.2, 1.8), item_id = "i7"))
Two Itempool
objects can be combined using c()
function.
ip <- c(ip1, ip_mixed)
ip
#> An object of class 'Itempool'.
#>
#> item_id model a b c b1 b2 b3 b4 D content
#> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <chr>
#> 1 i1 2PL 1.18 0.418 NA NA NA NA NA 1 Geometry
#> 2 i2 2PL 0.664 -0.599 NA NA NA NA NA 1 Geometry
#> 3 i3 2PL 0.899 0.219 NA NA NA NA NA 1 Algebra
#> 4 i4 2PL 1.07 0.882 NA NA NA NA NA 1 Algebra
#> 5 i5 2PL 1.03 0.465 NA NA NA NA NA 1 Algebra
#> 6 i6 2PL 1.23 1.40 NA NA NA NA NA 1 Geometry
#> 7 i7 2PL 0.928 -1.12 NA NA NA NA NA 1 Algebra
#> 8 i8 2PL 1.10 -0.375 NA NA NA NA NA 1 Algebra
#> 9 Item_1 3PL 1.62 0.456 0.0156 NA NA NA NA 1.7 <NA>
#> 10 Item_2 3PL 0.947 -0.299 0.0339 NA NA NA NA 1.7 <NA>
#> 11 Item_3 3PL 1.46 -0.303 0.124 NA NA NA NA 1.7 <NA>
#> 12 Item_4 GPCM 0.658 NA NA -1.15 -0.538 0.0591 NA 1.7 <NA>
#> 13 Item_5 GPCM 1.02 NA NA -1.22 -0.399 0.143 1.52 1.7 <NA>
Itempool
objects can be subsetted using brackets [ ]
. This operation will
always return an Itempool
object.
# Subset only the first element of the item pool
ip1[1]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#> Content = Geometry
#>
#> item_id a b
#> <chr> <dbl> <dbl>
#> 1 i1 1.18 0.418
# Create an Itempool using the first and third element:
ip1[c(1, 3)] # Order is important
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i1 1.18 0.418 Geometry
#> 2 i3 0.899 0.219 Algebra
ip1[c(3, 1)]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i3 0.899 0.219 Algebra
#> 2 i1 1.18 0.418 Geometry
# Create an Itempool using all but the second element:
ip1[-2]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i1 1.18 0.418 Geometry
#> 2 i3 0.899 0.219 Algebra
#> 3 i4 1.07 0.882 Algebra
#> 4 i5 1.03 0.465 Algebra
#> 5 i6 1.23 1.40 Geometry
#> 6 i7 0.928 -1.12 Algebra
#> 7 i8 1.10 -0.375 Algebra
# Subsetting using item ID's:
ip1[c("i2", "i1")]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#> Content = Geometry
#>
#> item_id a b
#> <chr> <dbl> <dbl>
#> 1 i2 0.664 -0.599
#> 2 i1 1.18 0.418
# Subsetting using logical operators:
ip1[ip1$b < 0]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i2 0.664 -0.599 Geometry
#> 2 i7 0.928 -1.12 Algebra
#> 3 i8 1.10 -0.375 Algebra
# Select items with information values larger than 0.2 at theta = 1:
ip1[info(ip1, theta = 1) > 0.2]
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 i1 1.18 0.418 Geometry
#> 2 i4 1.07 0.882 Algebra
#> 3 i5 1.03 0.465 Algebra
#> 4 i6 1.23 1.40 Geometry
An Item
object can be extracted from an Itempool
using double bracket
operator [[ ]]
. This operation will return an Item
or Testlet
object.
# Extract the second element
ip1[[2]]
#> A '2PL' item.
#> Item ID: i2
#> Model: 2PL (Two-Parameter Logistic Model)
#> Content: Geometry
#> Model Parameters:
#> a = 0.6645
#> b = -0.5992
#> D = 1
#>
#> --------------------------
# Extract a testlet
ip_testlet[[3]]
#> An object of class 'Testlet'.
#> Testlet ID: Testlet-77
#> Model: BTM
#>
#> Item List:
#> D = 1
#>
#> item_id model a b c b1 b2 b3
#> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl>
#> 1 i4 3PL 0.84 -1.8 0.24 NA NA NA
#> 2 i5 GPCM 1.96 NA NA -0.94 -0.09 0.25
Itempool
Using the double bracket with assignment operator, individual items of an
Itempool
object can be replaced.
ip_new <- ip1
# Replace the second item with a new item
ip_new[[2]] <- item(a = 1, b = c(-1, 0, 1), model = "GRM", item_id = "NewItm4",
D = 1.7, content = "Quadratic Functions")
ip_new
#> An object of class 'Itempool'.
#>
#> item_id model a b b1 b2 b3 D content
#> <chr> <chr> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <chr>
#> 1 i1 2PL 1.18 0.418 NA NA NA 1 Geometry
#> 2 NewItm4 GRM 1 NA -1 0 1 1.7 Quadratic Functions
#> 3 i3 2PL 0.899 0.219 NA NA NA 1 Algebra
#> 4 i4 2PL 1.07 0.882 NA NA NA 1 Algebra
#> 5 i5 2PL 1.03 0.465 NA NA NA 1 Algebra
#> 6 i6 2PL 1.23 1.40 NA NA NA 1 Geometry
#> 7 i7 2PL 0.928 -1.12 NA NA NA 1 Algebra
#> 8 i8 2PL 1.10 -0.375 NA NA NA 1 Algebra
Itempool
object$
operator can be used to access parts of an Itempool
object. Here, we will
discuss the most common uses of this operator. The full list of available
options can be found in the help page:
?`$,Itempool-method`
# Extract the ID's of the items within an item pool
ip1$item_id
#> [1] "i1" "i2" "i3" "i4" "i5" "i6" "i7" "i8"
# Extract the contents of the items within an item pool
ip1$content
#> i1 i2 i3 i4 i5 i6 i7
#> "Geometry" "Geometry" "Algebra" "Algebra" "Algebra" "Geometry" "Algebra"
#> i8
#> "Algebra"
# Extract the models of the items within an item pool
ip1$model
#> i1 i2 i3 i4 i5 i6 i7 i8
#> "2PL" "2PL" "2PL" "2PL" "2PL" "2PL" "2PL" "2PL"
ip_mixed$model
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> "3PL" "3PL" "3PL" "GPCM" "GPCM"
# Maximum possible score of items
ip1$max_score
#> [1] 8
ip_mixed$max_score
#> [1] 10
ip_testlet$max_score
#> [1] 13
# Maximum scores of each standalone item
ip1$item_max_score
#> i1 i2 i3 i4 i5 i6 i7 i8
#> 1 1 1 1 1 1 1 1
ip_mixed$item_max_score
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> 1 1 1 3 4
ip_testlet$item_max_score
#> i1 i2 i3 i6 i4 i5 i7
#> 1 1 1 2 1 3 4
Item parameters can also be accessed:
ip1$a
#> i1 i2 i3 i4 i5 i6 i7 i8
#> 1.1821 0.6645 0.8994 1.0731 1.0252 1.2325 0.9278 1.0967
ip1$b
#> i1 i2 i3 i4 i5 i6 i7 i8
#> 0.4185 -0.5992 0.2193 0.8823 0.4652 1.4006 -1.1193 -0.3747
ip1$c
#> NULL
ip1$D
#> i1 i2 i3 i4 i5 i6 i7 i8
#> 1 1 1 1 1 1 1 1
ip_mixed$a
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> 1.6242 0.9471 1.4643 0.6582 1.0234
ip_mixed$b
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> 0.4563 -0.2994 -0.3027 NA NA
ip_mixed$b1
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> NA NA NA -1.1532 -1.2171
ip_mixed$b4
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> NA NA NA NA 1.52
ip_mixed$D
#> Item_1 Item_2 Item_3 Item_4 Item_5
#> 1.7 1.7 1.7 1.7 1.7
Using the operator $n
, we can extract a detailed summary of the number of
Item
s and Testlet
s in the item pool.
This is especially useful if the item pool has both standalone and testlet
items.
$n$elements
gives the total number of testlets and standalone items.$n$testlets
gives the total number of testlets.$n$items
gives the total number of standalone items and items within
testlets.# Extract the number of items within an item pool
ip1$n
#> $elements
#> [1] 8
#>
#> $testlets
#> [1] 0
#>
#> $items
#> [1] 8
# In ip_testlet, there are two testlets and two standalone items. Within those
# two testlets, there are a total of 5 items. At total there are 7 items.
ip_testlet$n
#> $elements
#> [1] 4
#>
#> $testlets
#> [1] 2
#>
#> $items
#> [1] 7
Itempool
objectUsing $<-
operator, the parts of an item pool can be updated. For example,
using the following code, we can change the item_id
s and content
s of the items
of an item pool.
ip_new <- ip1
ip_new$item_id <- paste0("Question-", 1:length(ip_new))
ip_new$content <- c("M", "M", "R", "M", "E", "R", "E", "M")
New item parameters can be set this way as well:
ip_new$a <- 1
ip_new
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 Question-1 1 0.418 M
#> 2 Question-2 1 -0.599 M
#> 3 Question-3 1 0.219 R
#> 4 Question-4 1 0.882 M
#> 5 Question-5 1 0.465 E
#> 6 Question-6 1 1.40 R
#> 7 Question-7 1 -1.12 E
#> 8 Question-8 1 -0.375 M
ip_new$b <- rnorm(length(ip_new))
ip_new
#> An object of class 'Itempool'.
#> Model of items: 2PL
#> D = 1
#>
#> item_id a b content
#> <chr> <dbl> <dbl> <chr>
#> 1 Question-1 1 -0.0917 M
#> 2 Question-2 1 -1.67 M
#> 3 Question-3 1 -0.0963 R
#> 4 Question-4 1 0.691 M
#> 5 Question-5 1 -0.715 E
#> 6 Question-6 1 0.512 R
#> 7 Question-7 1 -0.455 E
#> 8 Question-8 1 0.416 M
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They may not be fully stable and should be used with caution. We make no claims about them.
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