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Downloads

Members of the Computational Biology Laboratory are involved in the development of various computational biology software packages, some of which are listed below.

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AAMtoolbox logo

AAMToolbox

AAMToolbox (Shape modelling Toolbox) For analysing populations of shapes and colours within the shapes using principal component analysis

ccd logo CCD (Core collections of diverse taxa)

CCD is a Java software package for the selection of core collections of diverse taxa (e.g. from germplasm collections) that are intended to capture the genetic diversity of the input dataset.

DynDom

DynDom is a program to determine domains, hinge axes and hinge bending residues in proteins where two conformations are available. It uses a unique and rigorous methodology based in rigid-body kinematics, implemented in the DynDom program for the specific purpose of analysing movements in proteins in terms of the relative motions of quasi-rigid parts.

Gftbox logo 

Gftbox (Growth Toolbox)

Gftbox is a Matlab application for finite element modelling of biological growth of leaves, petals, and other organs consisting of curved sheets.
 

hatimol new logo

HaptiMOL

HaptiMOL provides software enabling users to interact with molecules via haptic feedback devices.

Mlfold

MIfold is a matlab toolbox that uses mutual information and related measures to infer and display secondary structures (including pseudoknots). Given a sequence alignment MIfold computes and displays the mutual and sequence information of the alignment. MIfold also uses a dynamic programming algorithm to predict the secondary structure with maximal total mutual information.

My-Closure icon MY-CLOSURE

MY-CLOSURE is a Java program implementing our approach for computing a phylogenetic network from a collection of phylogenetic trees which are not necessarily on the same but on overlapping taxa sets. Exploiting the fact that such a collection uniquely corresponds to a collection of partial splits, combinatorial rules are used by the program to associate a collection of full splits to the input collection of trees. This collection of splits can then be represented in the form of a phylogenetic network using the SplitsTree package.
 

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