| detecting-layers {PINstimation} | R Documentation |
Layer detection in trade-data
Description
Detects the number of information layers present in trade-data using the algorithms in Ersan (2016), Ersan and Ghachem (2022a), and Ghachem and Ersan (2022a).
Usage
detectlayers_e(data, confidence = 0.995, correction = TRUE)
detectlayers_eg(data, confidence = 0.995)
detectlayers_ecm(data, hyperparams = list())
Arguments
data |
A dataframe with 2 variables: the first corresponds to buyer-initiated trades (buys), and the second corresponds to seller-initiated trades (sells). |
confidence |
A number from |
correction |
A binary variable that determines whether the
data will be adjusted prior to implementing the algorithm of
Ersan (2016). The default value is |
hyperparams |
A list containing the hyperparameters of the |
Details
The argument 'data' should be a numeric dataframe, and contain
at least two variables. Only the first two variables will be considered:
The first variable is assumed to correspond to the total number of
buyer-initiated trades, while the second variable is assumed to
correspond to the total number of seller-initiated trades. Each row or
observation correspond to a trading day. NA values will be ignored.
The argument hyperparams contains the hyperparameters of the ECM
algorithm. It is either empty or contains one or more of the following
elements:
-
maxeval: (integer) It stands for maximum number of iterations of theECMfor each initial parameter set. When missing,maxevaltakes the default value of100. -
tolerance(numeric) TheECMalgorithm is stopped when the (relative) change of log-likelihood is smaller than tolerance. When missing,tolerancetakes the default value of0.001. -
maxinit: (integer) It is the maximum number of initial parameter sets used for theECMestimation per layer. When missing,maxinittakes the default value of20. -
maxlayers(integer) It is the upper limit of number of layers used in the ECM algorithm. To find the optimal number of layers, the ECM algorithm will estimate a model for each value of the number of layers between1andmaxlayers, and then picks the model that has the lowest Bayes information criterion (BIC). When missing,maxlayerstakes the default value of8.
Value
Returns an integer corresponding to the number of layers detected in the data.
References
Ersan O (2016).
“Multilayer Probability of Informed Trading.”
Available at SSRN 2874420.
Ersan O, Ghachem M (2022a).
“Identifying information types in probability of informed trading (PIN) models: An improved algorithm.”
Available at SSRN 4117956.
Ghachem M, Ersan O (2022a).
“Estimation of the probability of informed trading models via an expectation-conditional maximization algorithm.”
Available at SSRN 4117952.
Examples
# There is a preloaded quarterly dataset called 'dailytrades' with 60
# observations. Each observation corresponds to a day and contains the
# total number of buyer-initiated trades ('B') and seller-initiated
# trades ('S') on that day. To know more, type ?dailytrades
xdata <- dailytrades
# Detect the number of layers present in the dataset 'dailytrades' using the
# different algorithms and display the results
e.layers <- detectlayers_e(xdata)
eg.layers <- detectlayers_eg(xdata)
em.layers <- detectlayers_ecm(xdata)
show(c(e = e.layers, eg = eg.layers, em = em.layers))