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https://blog.phytools.org/2014/08/droptip-method-for-object-of-class.html
drop.tip method for object of class "contMap"; and code to specify internal node values using contMap
A phytools user recently asked me if it is possible to specify the values at some or all internal nodes using the ph...
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drop.tip method for object of class "contMap"; and code to specify internal node values using contMap
https://blog.phytools.org/2014/08/droptip-method-for-object-of-class.html
A phytools user recently asked me if it is possible to specify the values at some or all internal nodes using the ph...
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drop.tip method for object of class "contMap"; and code to specify internal node values using contMap
A phytools user recently asked me if it is possible to specify the values at some or all internal nodes using the ph...
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8- titlePhylogenetic Tools for Comparative Biology: drop.tip method for object of class "contMap"; and code to specify internal node values using contMap
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4- og:urlhttps://blog.phytools.org/2014/08/droptip-method-for-object-of-class.html
- og:titledrop.tip method for object of class "contMap"; and code to specify internal node values using contMap
- og:descriptionA phytools user recently asked me if it is possible to specify the values at some or all internal nodes using the ph...
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Links
225- http://cran.r-project.org/package=phytools
- http://faculty.umb.edu/liam.revell
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