Kimura two-parameter model

E612268

The Kimura two-parameter model is a foundational mathematical model in molecular evolution that describes DNA sequence change by distinguishing between transition and transversion substitution rates.

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Kimura two-parameter model canonical 1

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Statements (47)

Predicate Object
instanceOf Markov model of sequence evolution ⓘ
mathematical model in molecular evolution ⓘ
nucleotide substitution model ⓘ
substitution model ⓘ
alsoKnownAs K2P model ⓘ
K80 model ⓘ
appliesTo DNA sequences ⓘ
assumes constant substitution rates across sites ⓘ
equal base frequencies ⓘ
homogeneous substitution process over time ⓘ
independent evolution at different sites ⓘ
time-reversible substitution process ⓘ
basedOn continuous-time Markov chain ⓘ
belongsTo field of molecular evolution ⓘ
field of population genetics ⓘ
comparedWith HKY85 model ⓘ
Jukes–Cantor model ⓘ
Tamura–Nei model ⓘ
defines expected proportion of nucleotide differences ⓘ
distinguishes transition substitution rate ⓘ
transversion substitution rate ⓘ
domain nucleotide positions in DNA ⓘ
generalizes Jukes–Cantor model ⓘ
hasAssumption no insertion–deletion events ⓘ
stationary nucleotide composition ⓘ
hasParameter overall evolutionary distance ⓘ
transition rate parameter ⓘ
transversion rate parameter ⓘ
implementedIn BEAST ⓘ
MEGA software ⓘ
MrBayes ⓘ
PAUP* ⓘ
PHYLIP ⓘ
RAxML ⓘ
influenced development of more complex nucleotide substitution models ⓘ
isSpecialCaseOf general time reversible model ⓘ
mathematicallyCharacterizedBy two distinct substitution rate parameters ⓘ
namedAfter Motoo Kimura ⓘ
proposedBy Motoo Kimura ⓘ
publicationYear 1980 ⓘ
usedFor correcting multiple substitutions at the same site ⓘ
estimating evolutionary divergence between sequences ⓘ
usedIn DNA sequence alignment analysis ⓘ
distance-based phylogenetic methods ⓘ
maximum likelihood phylogenetic inference ⓘ
molecular evolutionary distance estimation ⓘ
phylogenetic tree reconstruction ⓘ

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Full triples — surface form annotated when it differs from this entity's canonical label.

Motoo Kimura → knownFor → Kimura two-parameter model ⓘ