treecut | Find nodes in hierarchical clustering | Machine Learning library
kandi X-RAY | treecut Summary
kandi X-RAY | treecut Summary
Hierarchical clustering is an important tool in mining useful relationships among multivariate biological data. However, there is no obvious way to define a set of useful, non-overlapping groups from the identified hierarchy. Most efforts have focused on different cut-off values, evaluate the relative strengths of intra- versus inter- group variances and then heuristically determine a "good" cutoff. This study introduces a more dynamic approach that extracts clades that are significantly enriched or different from other clades. Incorporating phylogenetic information removes the false positives observed in a conventional analysis thus improves the prediction of trait association. The algorithm takes two inputs, a tree model and some mapping of values for all the terminal branches. Briefly, the algorithm performs independent statistical tests on all the internal branches, and calculates the P-values for each node. At exploratory stage, the statistical tests are: 1) for quantitative values, test the difference of two groups separated by each node (student's t-test); 2) for categorical values, test the association of a particular category for the descendants of each internal node (Fisher's exact test). The candidate nodes are determined using the following rule: the P-value for the candidate node v has to be the smallest among all root-to-leaf paths that pass v. In other words, the group rooted at node v should contain the largest level of association, thus avoiding redundant clades.
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Top functions reviewed by kandi - BETA
- Compute the p - value p - value of the distribution
- Count the number of positive occurrences of a given category
- Return a flattened version of x
- Draw modules
- Return a list of all the modules in the distribution
- Install requirements
- Find missing requirements
- Render the tree
- Saves the figure
- Prints all nodes to filehandle
- Get all nodes
- Read values from a CSV file
- Process a Phylipensense
- Check the Python version
- Print all the modules in the given filehandle
- Collapse nodes in a tree
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QUESTION
I've read about this problem in the book Olympiads in Informatics. I managed to solve it in haskell, but I want recode it, but I realized it's hard to transform in prolog due to too many built in function usage (and I used many of them in declarative form). So I want to rebuild it from scratch and I tried to search for similar problems solved in prolog, but I did not succeed. Can somebody help me with linking a solution of a similar problem in prolog or expand my cut predicate. Huge thanks in advance.
The problem: "The task can be summarized in the following way: there is a line of trees, with one meter of space between each of them. Each tree has a known height, in meters, and you can cut it aiming it toward its right or left. When an "m" meter tree falls, like in a domino game it forces the falling of its m−1 close trees, and this in turn can force other tree to fall. You can decide which tree to cut, and for each of them you can choose in which direction it will fall. Provide a list as short as possible of the trees to be felled, with a positive number representing a decision to the right and a negative number representing the code for a decision to the left.
My input:
...ANSWER
Answered 2020-Nov-26 at 14:39This puzzle seems a lot of fun. Here is my first attempt:
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Install treecut
scipy for t-test and Fisher's Exact Test
ete2 for parsing the tree structure
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