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Algorithms in Computational Biology Building Phylogenetic Trees
Algorithms in Computational Biology Building Phylogenetic Trees

... • The edge lengths in the resulting tree can be viewed as times measured by a molecular clock with a constant rate • The divergence of sequences is assumed to occur at the same constant rate at all points in the tree • The distance from an internal node to a leaf node will always be the same no matt ...
Genome Evolution, Chromosomal Mutations, Paralogy
Genome Evolution, Chromosomal Mutations, Paralogy

Course title Instructor: , Associate Professor, NYUMC Center for Health Informatics & Bioinformatics
Course title Instructor: , Associate Professor, NYUMC Center for Health Informatics & Bioinformatics

... and genomic data. Prerequsites include a thorough understanding of theoretical and practical aspects of molecular biology, and some University level mathematics and statistics, but no prior knowledge of computer programming or computer hardware is necessary. The course will provide a broad introduct ...
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Sulfuricella denitrificans gen. nov., sp. nov., a sulfur

Retroposon Insertions and the Chronology of
Retroposon Insertions and the Chronology of

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... p9: "In the present study, we could not locate the leucine zipper in the GSA dehydrogenase domain " p9: " ...it appears that leucine zippers may not be involved in the tetrameric organization of P5CS. p9: "The P5CS enzyme can be feed back regulated ..." -> feedback = one word p9: "They also found th ...
A Step-by-Step Tutorial: Divergence Time Estimation with
A Step-by-Step Tutorial: Divergence Time Estimation with

Small-Subunit Ribosomal RNA Sequence from
Small-Subunit Ribosomal RNA Sequence from

DNA sequencing - Gene Quantification
DNA sequencing - Gene Quantification

Identification of Short Motifs for Comparing Biological Sequences
Identification of Short Motifs for Comparing Biological Sequences

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A Bayesian Framework for Inference of the Genotype–Phenotype
A Bayesian Framework for Inference of the Genotype–Phenotype

... network from the natural genetic variation in segregating populations. Networks are decomposed into local models with continuous children and scored using a Bayesian posterior probability. Structural priors that can encode sparsity and biological knowledge are used to constrain the model space. The ...
lecture9 - Stanford AI Lab
lecture9 - Stanford AI Lab

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CSC2515: Lecture 10 Sequential Data

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How Should Species Phylogenies Be Inferred from

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SHORT COMMUNICATION Calculating the probability of absence

... sampling is random within the space-time domain of interest (i.e. in those parts of the domain where conditions could allow for the species' presence). The perfect sensitivity assumption can be relaxed, as discussed later. The essence of Bayesian methods in this context can be stated as using new da ...
cosc2007ass2a
cosc2007ass2a

... The purpose of this question is to give you experience in implementing a simple spell checking program using binary search trees. One of the most-used applications of computers today is checking spelling. In this question, you will load a large dictionary (approximately 173,529 words) into a binary ...
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Data mining and decision support

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Bio 211 Genetics Laboratory Experiment 5: Bioinformatics
Bio 211 Genetics Laboratory Experiment 5: Bioinformatics

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(ARG) as Compatible Networks of SNP Patterns

... recombination events as phylogeographic markers. Barring structural variation, such as that produced by differences in copy number, sequence diversity is ultimately generated by mutations (or substitutions) and recombinations. Upon that basic material, demography will stochastically remodel the exta ...
Pan-European minimum requirements for dynamic - Eufgis
Pan-European minimum requirements for dynamic - Eufgis

Finding Patterns in Protein Sequence and Structure
Finding Patterns in Protein Sequence and Structure

Nucleotide substitutions and evolution of duplicate genes.
Nucleotide substitutions and evolution of duplicate genes.

... of the original gene2,11. This new model, called duplication, degeneration, complementation (DDC), accounts for the fact that there are more functioning duplicates in extant organisms than can be explained by the classic model, and is also consistent with the observation that many genes have a modul ...
Codon - Ziheng Yang
Codon - Ziheng Yang

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Computational phylogenetics

Computational phylogenetics is the application of computational algorithms, methods, and programs to phylogenetic analyses. The goal is to assemble a phylogenetic tree representing a hypothesis about the evolutionary ancestry of a set of genes, species, or other taxa. For example, these techniques have been used to explore the family tree of hominid species and the relationships between specific genes shared by many types of organisms. Traditional phylogenetics relies on morphological data obtained by measuring and quantifying the phenotypic properties of representative organisms, while the more recent field of molecular phylogenetics uses nucleotide sequences encoding genes or amino acid sequences encoding proteins as the basis for classification. Many forms of molecular phylogenetics are closely related to and make extensive use of sequence alignment in constructing and refining phylogenetic trees, which are used to classify the evolutionary relationships between homologous genes represented in the genomes of divergent species. The phylogenetic trees constructed by computational methods are unlikely to perfectly reproduce the evolutionary tree that represents the historical relationships between the species being analyzed. The historical species tree may also differ from the historical tree of an individual homologous gene shared by those species.Producing a phylogenetic tree requires a measure of homology among the characteristics shared by the taxa being compared. In morphological studies, this requires explicit decisions about which physical characteristics to measure and how to use them to encode distinct states corresponding to the input taxa. In molecular studies, a primary problem is in producing a multiple sequence alignment (MSA) between the genes or amino acid sequences of interest. Progressive sequence alignment methods produce a phylogenetic tree by necessity because they incorporate new sequences into the calculated alignment in order of genetic distance.
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