TNT (Tree analysis using New Technology)
Quick links to:
Basic search
New technology search
Evaluating support
Introduction
TNT is a parsimony program by Pablo Goloboff, Steve Farris, and Kevin Nixon that can:
- analyse large data sets (i.e. 300-500 taxa)
- in reasonable times (minutes to find a shortest tree, hours to produce a reliable consensus).
The program is described in Goloboff PA, Farris JS, Nixon KC (2008). TNT, a free program for phylogenetic analysis. Cladistics 24:774–786.
The program is often used in the Cladistics community.
Data file format
TNT reads matrices in Hennig86 format, with some refinements. Normally, the data will be included in a file. Character states may be IUPAC codes, digits (for morphological characters), ? (for missing data), or - (for gaps). Simple Nexus files can also be used with variable success.
The basic format for data input is:
xread ‘optional title, starting and ending with quotes (ASCII 39)’
nchar ntax
Taxon0 0000000000
Taxon1 0010111000
Taxon2 1011110000
Taxon3 1111111000
…..
TaxonN 1111111000
; ‘<- Note the semicolon (and the way you add comments)!’
Seqret
program in EMBOSS can be used for formatting.
The data can be defined as DNA using the command nstates dna;
or proteins nstates prot;
in which case the IUPAC codes (including polymorphisms) are recognized and used throughout. For 32 states, non-protein data, the symbols 0-9 and A-V indicate states 0-31.
Commands
There are 150 different commands in TNT, which can be see with the help
command:
absincl | agroup | alltrees | ancstates | apo | bbreak | beep |
best | bground | blength | blocks | break | bsupport | ccode |
cdir | change | chkmoves | chomo | ckeep | cls | clbuffer |
cnames | collapse | comcomp | condense | constrain | costs | cscores |
cstree | dcomp | dmerge | drift | edit | echo | export |
fit | fillsank | force | freqdifs | help | hold | hybrid |
ienum | incltax | info | lintrees | log | keep | kleex |
length | lmark | lmbox | lmrealign | lquote | majority | matchtax |
map | minmax | mixtrees | mono | mrp | mult | mxram |
mxproc | naked | nelsen | nstates | outgroup | procedure | pause |
pcrprune | pfijo | piwe | pruncom | prunmajor | prunnelsen | pruntax |
prupdn | ptnt | qcollapse | qnelsen | quote | quit | randtrees |
ratchet | rcompl | rdir | rebuild | recons | report | reroot |
resample | resols | rfreqs | riddup | rseed | run | save |
screen | scores | sectsch | shortread | shpcomp | silent | slfwt |
slaveproc | smatrix | sort | sprdiff | subopt | svtxt | system |
tables | tagset | taxcode | taxlabels | taxonomy | taxname | tchoose |
tcomp | tequal | tfuse | tgroup | thanks | timeout | tnodes |
tplot | tread | tsave | tshrink | tsize | ttags | txtsize |
tzert | view | vversion | warn | watch | xcomp | xgroup |
xinact | xmult | xperm | xpiwe | xread | xwipe | unique |
unshared | usminmax | zzz |
Preliminaries
First, increase TNT memory usage to 1 GB or whatever is realistic and necessary: mxram 1000;
. The default – 16.78 Mbytes – is too low for most tasks.
Second, enter nstates DNA
or nstates protein
, respectively, if using sequence data. Enter nstates NOGAPS
to treat gaps as missing data as opposed to an additional state.
Thrid, use taxname = ;
to use taxon names for terminal nodes.
Finally log [logfilename];
will keep the log of your analysis.
Basic heuristic analysis with mult
For relatively messy, but not very big data sets, the best algorithm consists of multiple random addition sequences plus TBR (RAS+TBR); this is invoked with the mult
command. Further branch-swapping starting from the trees in memory (“RAM”) can be used to find the additional trees.
procedure [filename];
orp
will read the file;
hold 100000;
mult;
will do a basic analysis consisting of 10 random addition of sequences followed by branch-swapping with TBR, saving up to 10 trees per replication.
bbreak=tbr;
The info about the program can be printed with help mult;
, while parameters can be seen with mult:;
and changed with mult:options;
Once calculated, trees may be viewed by entering tplot
. To save the trees for later reanalysis, create a file by entering tsave * [tree_filename]
.
Here is an example of a TNT search using mult command:
hold 100000 ; log tnt_run_log ; taxname = ; mult=replic 100 tbr; bbreak = tbr ; nelsen * ; tchoose { strict } ; ttags = ; 'store tree tags for subsequent tree printing command(s)' blength *; ttags ); 'stop storing tags (but don't erase them)' export - consensus_tree.tre ; 'export > consensus_tree.tre ' ttags -; 'clear all existing tags' ttags = ; collapse tbr ; resample replications 100 ; keep 1 ; ttags ); export - boots.tre proc/;
More complex search with xmult
There are four basic types of special algorithms implemented in TNT: ratchet, drifting, sectorial searches, and fusing.
The ratchet (ratchet
) consists of two phases, perturbation and search, which are sequentially repeated. The ratchet always uses TBR branch swapping, and it alternates the search phase (S) with three types of perturbation phase: original weights (O), upweighting (U), and deleting (D).
Tree-drifting (drift
) is similar to the ratchet, but the perturbation phase, instead of reweighting the characters, accepts the moves with a probability that depends on both the relative fit difference and the absolute fit difference between the tree being swapped and the new tree. The perturbation phase also alternates between acceptance of optimal trees only (O), and suboptimal trees (U): O,S,U,S,O,S,U… etc.
Sectorial searches (sectsch
) take a portion of the tree, create a reduced data set, and produce a mini-analysis of that data set. If a better solution for that portion of the tree is found, it is replaced back into the original tree. Every certain number of (user-determined) rearrangements, a round of global TBR is done (to insure global optimality).
Tree-fusing (tfuse
) mixes trees, producing better trees. If the trees comes from different searches, the score is often considerably improved in very short time.
These algorithms are implemented in the xmult
command. The default for the command are:
- Using 4 replications as starting point for each hit
- Each replication initially autoconstrained (previous and wagner)
- Each replication with constraint and random sectorial searches, with no ratchet, with drifting (5 iters.), no hybridization, and fusing (1 rounds)
- Finding best score 1 times (=hits)
- Not consensing trees during search
- Multiplying trees by fusing after hitting best score
- Saving no more than 1 trees per replication
One way to modify:
xmult=hits 10 noupdate nocss replic 10 ratchet 10 fuse 1 drift 5 hold 100 noautoconst keepall;
Here is an example of using the xmult command in a search:
log tnt_run_log ; mxram 2000; nstates NOGAPS; nstates dna; hold 100000 ; taxname = ; '-----------' xmult=hits 10 noupdate nocss replic 10 ratchet 10 fuse 1 drift 5 hold 100 noautoconst keepall; bbreak = tbr ; nelsen * ; tchoose { strict } ; ttags = ; blength *; ttags ); ttags ; export - consensus_tree.tre ; ttags -; '-----------' ttags = ; resample replications 100 [ mult=replic 10 tbr hold 1000 ]; keep 1 ; ttags ); ttags ; export - boots.tre; proc/;
A careful consideration of how the data set behaves to changes in parameters is the best way to proceed, but if you have no idea of how a data set behaves, or don’t know how to set the parameters for a search, you may trust to the program the choice of parameters. This is done with the
level
option of thexmult
command). The level must be a number between 0 and 10 (0 is very superficial; 10 is extremely exhaustive). If using a driven search (i.e. more than a single hit of the xmult command), you may have the program check whether best score is being found easily or not (and then decrease or increase the search level accordingly). This is set with thechklevel
option of thexmult
command.
Measures of character support
If there are multiple trees, their strict consensus can be found by entering nelsen
. Resampling (jackknifing, bootstrapping, etc.) can be done by entering resample.
Now download the file cox1_nt.tnt to your working directory and try this command:
tnt p cox1_nt.tnt, echo=, log cox1_nt.out, rep+1, mu10=ho3, le, ne, resample, quit,
What did you do?
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