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error when converting LM genereted by HTK into fst format
Hi,
I try to convert arpa LM genereted by HTK tool into fst format. The command is :
./tools/opengrm-ngram-1.0.3/bin/ngramread --ARPA test.arpa > test.lm.fst
But I get a error:
Hi,
it appears that you have n-grams ending in your stop symbol (probably </s>) that have backoff weights, i.e., the ARPA format has an n-gram that looks like:
-1.583633 XYZ </s> -0.30103
But </s> means end-of-string, which we encode as final cost, not an arc leading to a new state. Hence there is no state where that backoff cost would be used. (Think of it this way: what's the next word you predict after </s>? In the standard semantics of </s>, it is the last term predicted, so nothing comes afterwards.) Do you also have n-grams that start with </s>?
So, one fix on your ARPA format is just to remove the backoff weight after n-grams that end in </s>.
hope that helps,
brian
Hi, Brian
Thank you! I get it.
Another case is there are n-grams that start with in my HTK LM. I think it is a bug of HTK tool, but It is a the only choice to train class-based LM. How do I fix it? Is it reasonable to remove directly these n-grams?
Thanks,
Huanliang Wang
Hi, Brian
Thank you! I get it.
Another case is there are some n-grams that start with in my HTK LM. I think it is a bug of HTK tool, but it is my only choice to train class-based LM with automatic class clustering from large plain data . How do I fix it? Is it reasonable to remove directly these n-grams?
Thanks,
Huanliang Wang
error when converting LM genereted by HTK into fst format
Hi,
I try to convert arpa LM genereted by HTK tool into fst format. The command is :
./tools/opengrm-ngram-1.0.3/bin/ngramread --ARPA test.arpa > test.lm.fst
But I get a error:
Hi,
I'm currently playing around with a test example and I noticed than after ngrammake if I call fstinfo (not ngraminfo) on the resulting language model fstinfo complains about the model being ill-formed. This is due to transitions (typically on epsilons) that have "Infinity" weight, which does not seem to be supported by openFST. Is that "working as intended"? The problem is later if I call fstshortestpath to get e.g. the n most likely sentences from the model the result contain not only "Infinity" weights but also "BadNumber" which might be a result of the infinite values.
Thanks,
Roland
Hi Roland,
yes, under certain circumstances, some states in the model end up with infinite backoff cost, i.e., zero probability of backoff. In many cases this is, in fact, the correct weight to assign to backoff. For example, with a very small vocabulary and many observations, you might have a bigram state that has observations for every symbol in the vocabulary, hence no probability mass should be given to backoff. Still, this does cause some problems with OpenFst. In the next version (due to be released in the next month or so) we will by default have a minimum backoff probability of some very small epsilon (i.e., very large negative log probability). As a workaround in the meantime, I would suggest using fstprint to print the model to text, then use sed or perl or whatever to replace Infinity with some very large cost -- I think SRILM uses 99 in such cases, which would work fine.
hope that helps,
brian
If I may add another quick question, when running fstshortestpath on the ngram count language model (i.e. after ngramcount but before ngrammake) I was expecting to get the most frequent n-gram, but instead the algorithm never seems to terminate. Any idea why that is? I though that shortestpath over the tropical sr should always terminate anyway.
Thanks,
Roland
The ngram count Fst contains arcs with negative log counts. Since the counts can be greater than one, the negative log counts can be less than zero. Hence the shortest path is an infinite string repeating the most frequent symbol. Each symbol emission shortens the path, hence non-termination.
brian
Hi. I maintain several voice-recognition-related packages, including openfst, for the Fedora Linux distribution. I am working on an OpenGrm NGram package. My first attempt at building version 1.0.3 (with GCC 4.7.2 and glibc 2.15) failed:
In file included from ngramrandgen.cc:32:0:
./../include/ngram/ngram-randgen.h:55:48: error: there are no arguments to 'getpid' that depend on a template parameter, so a declaration of 'getpid' must be available [-fpermissive]
./../include/ngram/ngram-randgen.h:55:48: note: (if you use '-fpermissive', G++ will accept your code, but allowing the use of an undeclared name is deprecated)
ngramrandgen.cc:39:1: error: 'getpid' was not declared in this scope
ngramrandgen.cc:39:1: error: 'getpid' was not declared in this scope
It appears that an explicit #include <unistd.h> is needed in ngram-randgen.h. That header was probably pulled in through some other header in previous versions of either gcc or glibc.
I was wondering what the expected result is when feeding a lattice, rather than a string/sentence, to the ngramperplexity utility? Is this supported? It seems to report the perplexity of an arbitrary path through the lattice.
Hi Josef,
ngramperplexity reports the perplexity of the path through the lattice that you get by taking the first arc out of each state that you reach. (Note that this is what you want for strings encoded as single-path automata.) Not sure what the preferred functionality should be for general lattices. Could make sense to show a warning or an error there; but at this point the onus is on the user to ensure that what is being scored is the same as what you get from farcompilestrings - unweighted, single-path automata. If you have an idea of what preferred functionality would be for non-string lattices, email me.
brian
Hi,
I do not want to print my fst and execute NGramApply in bash before reading the new fst again in c++.
Is there a method to use the method NGramApply directly in c++ ?
Thanks
Hi Markus,
there is no single method; rather there are several ways to perform composition with the model, depending on how you want to interpret the backoff arcs. The most straightforward way to do this in your own code is to look at src/bin/ngramapply.cc and use the composition method for the particular kind of backoff arc, e.g., ngram.FailLMCompose() when interpreting the backoff as a failure transition. In other words, write your own ngramapply method based on inspection of the ngramapply code.
Hope that helps,
brian
Hi,
thanks, I think yes that should work.
I am using FailureArcs and my LM fst is created, so I do not need to build a lm fst out of strings or an ARPA lm.
I first just need to read the fst lm from my disk:
#include <ngram/ngram.h>
fst::StdMutableFst *fstforNGram;
fstforNGram->Read($MYNGRAMFST);
ngram::NGramModel ngram(fstforNGram);
// that seems not to work, as: undefined reference to `ngram::NGramModel::InitModel()'
If I read the lm , I could then just add:
ngram.FailLMCompose(*lattice, &cfst, kSpecialLabel);
and the composed fst should be ready, right?
Thanks for helping
yes, but I have a problem to read the fst lm in c++:
fst::StdMutableFst *fstforNGram;
fstforNGram->Read($MYNGRAMFST);
to that point it works.
ngram::NGramModel ngram(fstforNGram);
that seems not to work, as: undefined reference to `ngram::NGramModel::InitModel()'
Thanks
Hi, I have been using OpenGrm with my Grapheme-to-Phoneme conversion tools for a while now and recently added some functionality to output weighted alignment lattices in .far format.
It is my understanding that these weighted lattices can only currently be utilized with Witten-Bell smoothing; is this correct?
Is there any plan to support fractional counts with Kneser-Ney smoothing, for instance along the lines of,
"Correlated Bigram LSA for Unsupervised Language
Model Adaptation", Tam and Schultz.
or would I be best advised to implement this myself?
Hi Josef,
Witten-Bell generalizes straightforwardly to fractional counts, as you point out. No immediate plans for new versions of other smoothing methods along those lines, so if that's something that you need urgently, you would need to implement it.
brian
Hi Luke,
this is basically a floating point precision issue, the system is trying to subtract two approximately equal numbers (while calculating backoff weights). The new version of the library coming out in a month or so has much improved floating point precision, which will help. In the meantime, you can get this to work by modifying a constant value in src/include/ngram/ngram-model.h which will allow these two numbers to be judged to be approximately equal. Look for:
static const double kNormEps = 0.000001;
near the top of that file. Change to 0.0001, then recompile.
This sort of problem usually comes up when you train a model with a relatively small vocabulary (like a phone or POS-tag model) and a relatively large corpus. The n-gram counts end up not following Good-Turing assumptions about what the distribution should look like (hence the odd discount values). In those cases, you're probably better off with Witten-Bell smoothing with the --witten_bell_k=15 or something like that. Or even trying an unsmoothed model.
And stay tuned for the next release, which deals more gracefully with some of these small vocabulary scenarios.
Brian
I generated an ngram model from a .arpa file with the following command:
ngramread --ARPA lm.arpa > lm.model
ngramread does not complain, but ngraminfo and trying to load the model from C++ code generate the following error:
FATAL: NGramModel: bad ngram model topology
How can I troubleshoot the problem?
Hi,
that error is coming from a sanity check that verifies that every state in the language model (other than the start and unigram states) is reached by exactly one 'ascending' arc, that goes from a lower order to a higher order state. ARPA format models can diverge from this, by, for example, having 'holes' (e.g., bigrams pruned but trigrams with that bigram as a suffix retained). But ngramread should plug all of those. maybe duplication? I'll email you about this.
Benoit found a case where certain 'holes' from a pruned ARPA model were not being filled appropriately in the conversion. The sanity check routines on loading the model ensured that this anomaly was caught (causing the errors he mentioned), and we were able to find the cases where this was occurring and update the code. The updated conversion functions will be in the forthcoming version update release of the library, within the next month or two. In the meantime, if anyone encounters this problem, let me know and I can provide a workaround.
-- CyrilAllauzen - 09 Aug 2012