contingency_table_pairs {clevr} | R Documentation |
Binary Contingency Table for Linked Pairs
Description
Compute the binary contingency table for a set of predicted coreferent (linked) pairs given a set of ground truth coreferent pairs.
Usage
contingency_table_pairs(
true_pairs,
pred_pairs,
num_pairs = NULL,
ordered = FALSE
)
Arguments
true_pairs |
set of true coreferent pairs stored in a matrix or data.frame, where rows index pairs and columns index the ids of the constituents. Any pairs not included are assumed to be non-coreferent. Duplicate pairs (including equivalent pairs with reversed ids) are automatically removed. |
pred_pairs |
set of predicted coreferent pairs, following the same
specification as |
num_pairs |
the total number of coreferent and non-coreferent pairs,
excluding equivalent pairs with reversed ids. If not provided,
the true negative cell will be set to |
ordered |
whether to treat the element pairs as ordered—i.e. whether
pair |
Value
Returns a 2 \times 2
contingency table of the form:
Truth Prediction TRUE FALSE TRUE TP FP FALSE FN TN
See Also
The membership_to_pairs
and clusters_to_pairs
functions can be
used to transform other clustering representations into lists of pairs,
as required by this function.
The eval_report_pairs
function computes common evaluation measures
derived from binary contingency matrices, like the ones output by this
function.
Examples
### Example where pairs/edges are undirected
# ground truth is 3-clique
true_pairs <- rbind(c(1,2), c(2,3), c(1,3))
# prediction misses one edge
pred_pairs <- rbind(c(1,2), c(2,3))
# total number of pairs assuming 3 elements
num_pairs <- 3 * (3 - 1) / 2
eval_report_pairs(true_pairs, pred_pairs, num_pairs)
### Example where pairs/edges are directed
# ground truth is a 3-star
true_pairs <- rbind(c(2,1), c(3,1), c(4,1))
# prediction gets direction of one edge incorrect
pred_pairs <- rbind(c(2,1), c(3,1), c(1,4))
# total number of pairs assuming 4 elements
num_pairs <- 4 * 4
eval_report_pairs(true_pairs, pred_pairs, num_pairs, ordered = TRUE)