Class: SVMKit::LinearModel::SVC
- Inherits:
-
Object
- Object
- SVMKit::LinearModel::SVC
- Includes:
- Base::BaseEstimator, Base::Classifier
- Defined in:
- lib/svmkit/linear_model/svc.rb
Overview
SVC is a class that implements Support Vector Classifier with mini-batch stochastic gradient descent optimization. For multiclass classification problem, it uses one-vs-the-rest strategy.
Reference
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Shalev-Shwartz and Y. Singer, “Pegasos: Primal Estimated sub-GrAdient SOlver for SVM,” Proc. ICML’07, pp. 807–814, 2007.
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Instance Attribute Summary collapse
-
#bias_term ⇒ Numo::DFloat
readonly
Return the bias term (a.k.a. intercept) for SVC.
-
#classes ⇒ Numo::Int32
readonly
Return the class labels.
-
#rng ⇒ Random
readonly
Return the random generator for performing random sampling.
-
#weight_vec ⇒ Numo::DFloat
readonly
Return the weight vector for SVC.
Attributes included from Base::BaseEstimator
Instance Method Summary collapse
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#decision_function(x) ⇒ Numo::DFloat
Calculate confidence scores for samples.
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#fit(x, y) ⇒ SVC
Fit the model with given training data.
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#initialize(reg_param: 1.0, fit_bias: false, bias_scale: 1.0, max_iter: 1000, batch_size: 20, probability: false, optimizer: nil, random_seed: nil) ⇒ SVC
constructor
Create a new classifier with Support Vector Machine by the SGD optimization.
-
#marshal_dump ⇒ Hash
Dump marshal data.
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#marshal_load(obj) ⇒ nil
Load marshal data.
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#predict(x) ⇒ Numo::Int32
Predict class labels for samples.
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#predict_proba(x) ⇒ Numo::DFloat
Predict probability for samples.
Methods included from Base::Classifier
Constructor Details
#initialize(reg_param: 1.0, fit_bias: false, bias_scale: 1.0, max_iter: 1000, batch_size: 20, probability: false, optimizer: nil, random_seed: nil) ⇒ SVC
Create a new classifier with Support Vector Machine by the SGD optimization.
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# File 'lib/svmkit/linear_model/svc.rb', line 56 def initialize(reg_param: 1.0, fit_bias: false, bias_scale: 1.0, max_iter: 1000, batch_size: 20, probability: false, optimizer: nil, random_seed: nil) check_params_float(reg_param: reg_param, bias_scale: bias_scale) check_params_integer(max_iter: max_iter, batch_size: batch_size) check_params_boolean(fit_bias: fit_bias, probability: probability) check_params_type_or_nil(Integer, random_seed: random_seed) check_params_positive(reg_param: reg_param, bias_scale: bias_scale, max_iter: max_iter, batch_size: batch_size) @params = {} @params[:reg_param] = reg_param @params[:fit_bias] = fit_bias @params[:bias_scale] = bias_scale @params[:max_iter] = max_iter @params[:batch_size] = batch_size @params[:probability] = probability @params[:optimizer] = optimizer @params[:random_seed] = random_seed @params[:random_seed] ||= srand @weight_vec = nil @bias_term = nil @prob_param = nil @classes = nil @rng = Random.new(@params[:random_seed]) end |
Instance Attribute Details
#bias_term ⇒ Numo::DFloat (readonly)
Return the bias term (a.k.a. intercept) for SVC.
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# File 'lib/svmkit/linear_model/svc.rb', line 35 def bias_term @bias_term end |
#classes ⇒ Numo::Int32 (readonly)
Return the class labels.
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# File 'lib/svmkit/linear_model/svc.rb', line 39 def classes @classes end |
#rng ⇒ Random (readonly)
Return the random generator for performing random sampling.
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# File 'lib/svmkit/linear_model/svc.rb', line 43 def rng @rng end |
#weight_vec ⇒ Numo::DFloat (readonly)
Return the weight vector for SVC.
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# File 'lib/svmkit/linear_model/svc.rb', line 31 def weight_vec @weight_vec end |
Instance Method Details
#decision_function(x) ⇒ Numo::DFloat
Calculate confidence scores for samples.
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# File 'lib/svmkit/linear_model/svc.rb', line 127 def decision_function(x) check_sample_array(x) x.dot(@weight_vec.transpose) + @bias_term end |
#fit(x, y) ⇒ SVC
Fit the model with given training data.
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# File 'lib/svmkit/linear_model/svc.rb', line 85 def fit(x, y) check_sample_array(x) check_label_array(y) check_sample_label_size(x, y) @classes = Numo::Int32[*y.to_a.uniq.sort] n_classes = @classes.size _n_samples, n_features = x.shape if n_classes > 2 @weight_vec = Numo::DFloat.zeros(n_classes, n_features) @bias_term = Numo::DFloat.zeros(n_classes) @prob_param = Numo::DFloat.zeros(n_classes, 2) n_classes.times do |n| bin_y = Numo::Int32.cast(y.eq(@classes[n])) * 2 - 1 weight, bias = binary_fit(x, bin_y) @weight_vec[n, true] = weight @bias_term[n] = bias @prob_param[n, true] = if @params[:probability] SVMKit::ProbabilisticOutput.fit_sigmoid(x.dot(weight.transpose) + bias, bin_y) else Numo::DFloat[1, 0] end end else negative_label = y.to_a.uniq.min bin_y = Numo::Int32.cast(y.ne(negative_label)) * 2 - 1 @weight_vec, @bias_term = binary_fit(x, bin_y) @prob_param = if @params[:probability] SVMKit::ProbabilisticOutput.fit_sigmoid(x.dot(@weight_vec.transpose) + @bias_term, bin_y) else Numo::DFloat[1, 0] end end self end |
#marshal_dump ⇒ Hash
Dump marshal data.
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# File 'lib/svmkit/linear_model/svc.rb', line 167 def marshal_dump { params: @params, weight_vec: @weight_vec, bias_term: @bias_term, prob_param: @prob_param, classes: @classes, rng: @rng } end |
#marshal_load(obj) ⇒ nil
Load marshal data.
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# File 'lib/svmkit/linear_model/svc.rb', line 178 def marshal_load(obj) @params = obj[:params] @weight_vec = obj[:weight_vec] @bias_term = obj[:bias_term] @prob_param = obj[:prob_param] @classes = obj[:classes] @rng = obj[:rng] nil end |
#predict(x) ⇒ Numo::Int32
Predict class labels for samples.
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# File 'lib/svmkit/linear_model/svc.rb', line 136 def predict(x) check_sample_array(x) return Numo::Int32.cast(decision_function(x).ge(0.0)) * 2 - 1 if @classes.size <= 2 n_samples, = x.shape decision_values = decision_function(x) Numo::Int32.asarray(Array.new(n_samples) { |n| @classes[decision_values[n, true].max_index] }) end |
#predict_proba(x) ⇒ Numo::DFloat
Predict probability for samples.
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# File 'lib/svmkit/linear_model/svc.rb', line 150 def predict_proba(x) check_sample_array(x) if @classes.size > 2 probs = 1.0 / (Numo::NMath.exp(@prob_param[true, 0] * decision_function(x) + @prob_param[true, 1]) + 1.0) return (probs.transpose / probs.sum(axis: 1)).transpose end n_samples, = x.shape probs = Numo::DFloat.zeros(n_samples, 2) probs[true, 1] = 1.0 / (Numo::NMath.exp(@prob_param[0] * decision_function(x) + @prob_param[1]) + 1.0) probs[true, 0] = 1.0 - probs[true, 1] probs end |