Last data update: 2014.03.03

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Results 1 - 10 of 12 found.
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simulateLSM (Package: lvm4net) : Simulate from LSM model

Function to simulate networks from the LSM model
● Data Source: CranContrib
● Keywords:
● Alias: simulateLSM
● 0 images

plot.lsm (Package: lvm4net) : Two dimensional plot of the Latent Space Model output

Function to plot an object of class 'lsm'
● Data Source: CranContrib
● Keywords:
● Alias: plot.lsm
● 0 images

boxroc (Package: lvm4net) : Boxplot and ROC Curves

Function to display boxplots and ROC curves to show model fit in terms of in-sample link prediction.
● Data Source: CranContrib
● Keywords:
● Alias: boxroc
● 0 images

lvm4net-package (Package: lvm4net) : Latent Variable Models for Networks

lvm4net provides a range of tools for latent variable models for network data. Most of the models are implemented using a fast variational inference approach. Latent space models for binary networks: the function lsm implements the latent space model (LSM) introduced by Hoff et al. (2002) using a variational inference and squared Euclidian distance; the function lsjm implements latent space joint model (LSJM) for multiplex networks introduced by Gollini and Murphy (2014). These models assume that each node of a network has a latent position in a latent space: the closer two nodes are in the latent space, the more likely they are connected. Functions for binary bipartite networks will be added soon.
● Data Source: CranContrib
● Keywords:
● Alias: lvm4net, lvm4net-package
● 0 images

lsm (Package: lvm4net) : Latent Space Model

Latent space models (LSM) are a well known family of latent variable models for network data introduced by Hoff et al. (2002) under the basic assumption that each node has an unknown position in a D-dimensional Euclidean latent space: generally the smaller the distance between two nodes in the latent space, the greater the probability of them being connected. Unfortunately, the posterior distribution of the LSM cannot be computed analytically. For this reason we propose a variational inferential approach which proves to be less computationally intensive than the MCMC procedure proposed in Hoff et al. (2002) (implemented in the latentnet package) and can therefore easily handle large networks. Salter-Townshend and Murphy (2013) applied variational methods to fit the LSM with the Euclidean distance in the VBLPCM package. In this package, a distance model with squared Euclidean distance is used. We follow the notation of Gollini and Murphy (2014).
● Data Source: CranContrib
● Keywords:
● Alias: lsm
● 0 images

plot.gofobj (Package: lvm4net) : Plot GoF object

Function to plot an object of class 'gofobj'
● Data Source: CranContrib
● Keywords:
● Alias: plot.gofobj
● 0 images

plotY (Package: lvm4net) : Plot the adjacency matrix of the network

Function to plot the adjacency matrix of the network.
● Data Source: CranContrib
● Keywords:
● Alias: plotY
● 0 images

goflsm (Package: lvm4net) : Goodness-of-Fit diagnostics for LSM model

This function produces goodness-of-fit diagnostics for LSM model.
● Data Source: CranContrib
● Keywords:
● Alias: goflsm
● 0 images

rotXtoY (Package: lvm4net) : Rotate X to match Y

Function to rotate X to match Y via singular value decomposition
● Data Source: CranContrib
● Keywords:
● Alias: rotXtoY
● 0 images

print.gofobj (Package: lvm4net) : Print GoF object

Function to print an object of class 'gofobj'
● Data Source: CranContrib
● Keywords:
● Alias: print.gofobj
● 0 images