Vowpal Wabbit

http://hunch.net/~vw/ git clone git://github.com/JohnLangford/vowpal_wabbit.git

What is Vowpal Wabbit?

1. fast/ecient/scalable learning algorithm. 2. vehicle for rule-breaking tricks. Progressive validation, Hashing, Log-time prediction, Allreduce, ... 3. combinatorial learning algorithm. 4. Open Source project. BSD license, ∼ 10 contributors in the last year, >100 mailing list. Used by (at least) Amazon, AOL, eHarmony, Facebook, IBM, Microsoft, Twitter, Yahoo!, Yandex. 5. Used for Ad prediction, document classication, spam detection, etc...

Combinatoric design of VW

1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14.

Format {binary, text} IO { File, Pipe, TCP, Library } Features {sparse, dense} Feature {index, hashed} with namespaces Feature manipulators {ngrams, skipgrams, ignored, quadratic, cubic} Optimizers {online, CG, LBFGS} parallelized Representations {linear, MF, LDA} Sparse Neural Networks by reduction. Losses {squared, hinge, logistic, quantile} Multiclass {One-Against-All, ECT} Cost-sensitive {One-Against-All, WAP} Contextual Bandit {Ips, Direct, Double Robust} Structured { Imperative Searn, Dagger} Understanding { l1, audit, Prog. Validation}

An example application might use

1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14.

Format {binary, text} IO { File, Pipe, TCP, Library } Features {sparse, dense} Feature {index, hashed} with namespaces Feature manipulators {ngrams, skipgrams, ignored, quadratic, cubic} Optimizers {online, CG, LBFGS} parallelized Representations {linear, MF, LDA} Sparse Neural Networks by reduction. Losses {squared, hinge, logistic, quantile} Multiclass {One-Against-All, ECT} Cost-sensitive {One-Against-All, WAP} Contextual Bandit {Ips, Direct, Double Robust} Structured { Imperative Searn, Dagger} Understanding { l1, audit, Prog. Validation}

An example

An adaptive, scale-free, importance invariant update rule. Example: vw -c rcv1.train.raw.txt -b 22 --ngram 2 --skips 4 -l 0.25 --binary

provides stellar performance in 12 seconds.

Learning Reductions

The core idea: reduce complex problem A to simpler problem B then use solution on B to get solution on A. Problems: 1. How do you make it ecient enough? 2. How do you make it natural to program?

The Reductions Interface

void learn(void* d, learner& base, example* ec) { base.learn(ec); // The recursive call if ( ec->nal_prediction > 0) //Thresholding ec->nal_prediction = 1; else ec->nal_prediction = -1; label_data* ld = (label_data*)ec->ld;//New loss if (ld->label == ec->nal_prediction) ec->loss = 0.; else ec->loss = 1.; }

learner* setup(vw& all, std::vector&opts, po::variables_map& vm, po::variables_map& vm_le) { //Parse and set arguments if (!vm_le.count("binary")) { std::stringstream ss; ss  " binary "; all.options_from_le.append(ss.str()); } all.sd->binary_label = true; //create new learner return new learner(NULL, learn, all.l); }

Searn/Dagger: Structured prediction algorithms

The basic idea: Dene a search space, then learn which steps to take in it. 1. A method for compiling global loss into local loss. 2. A method for transporting prediction information from adjacent predictions. Demonstration: wget http://hal3.name/tmp/pos.gz

vw -b 24 -k -c -d pos.gz --passes 4 --searn_task sequence --searn 45 --searn_as_dagger 1e-8 --holdout_after 38219 --searn_neighbor_features -2:w,-1:w,1:w,2:w --ax -3w,-2w,-1w,+3w,+2w,+1w

This really works

This really works, part II

Imperative Searn (or Dagger) void structured_predict(searn& srn, example**ec, size_t len) { v_array * y_star = srn.task_data; for (size_t i=0; ild, *y_star); size_t pred = srn.predict(ec[i], NULL, y_star);

}

Imperative Searn (or Dagger) void structured_predict(searn& srn, example**ec, size_t len) { v_array * y_star = srn.task_data; oat total_loss = 0; for (size_t i=0; ild, *y_star); size_t pred = srn.predict(ec[i], NULL, y_star); //track loss if (y_star->size() > 0) total_loss += (pred != y_star->last()); }//declare loss srn.declare_loss(len, total_loss);

Imperative Searn (or Dagger) void structured_predict(searn& srn, example**ec, size_t len) { v_array * y_star = srn.task_data; oat total_loss = 0; for (size_t i=0; ild, *y_star); size_t pred = srn.predict(ec[i], NULL, y_star); //track loss if (y_star->size() > 0) total_loss += (pred != y_star->last()); }//declare loss srn.declare_loss(len, total_loss);

The Rest

1. Zhen Qin 2. Paul Mineiro 3. Nikos Karampatziakis

Vowpal Wabbit - GitHub

void learn(void* d, learner& base, example* ec). { base.learn(ec); // The recursive call if ( ec-> nal_prediction > 0) //Thresholding ec-> nal_prediction = 1; else.

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