Model Classifications Flashcards

Parametric / Non-parametric models etc

1
Q

Some examples of parametric models

A
  • Linear Regression
  • Logistic Regression
  • Naive Bayes
  • Simple Neural Networks
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2
Q

Some examples of Non-Parametric models are:

A
  • K Nearest Neighbors
  • Support Vector Machines
  • Decision Trees
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3
Q

Def parametric model

A

A learning model that summarizes data with a set of parameters of fixed size. Specifically, a parametric model is a family of probability distributions that has a finite number of parameters.

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4
Q

Strengths of Parametric Models?

A
- Simpler: These methods are easier to
understand and the results are easy to
interpret.
- Speed: Parametric models are usually
very fast to train.
- Less Data: They do not require as much
training data and can work well even if
the fit to the data is not perfect.
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5
Q

Weaknesses of Parametric Models?

A
-Constrained: By choosing a functional
form, these methods are highly
constrained to the specified form.
-Limited Complexity: The methods are
more suited to simpler problems.
-Poor Fit: In practice, the methods may
not always match the underlying
mapping function.
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6
Q

Def non-parametric model

A

A learning model that does not make strong
assumptions about the form of the mapping function. By not making assumptions, ____________ are free to learn
any functional form from the training data.

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7
Q

Strengths of non-parametric models

A
- Flexibility: Capable of fitting a large
number of functional forms.
- Power: No assumptions (or weak
assumptions) about the underlying
function.
- Performance: Can result in higher
performance models for prediction.
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8
Q

Weaknesses of non-parametric models

A
- More data: Require a lot more training
data to estimate the mapping
function.
- Slower: A lot slower to train, as they
often have far more parameters to
train.
- Overfitting: Have a higher risk of
overfitting against the training data
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9
Q

Lazy or instance-based learners or

rote learners

A
A class of non-parametric learning methods that do
not generate a model but instead make use of
verbatim training data for classification.
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10
Q

An individual independent example of the concept
represented by the dataset. It is described by a set of
attributes or features

A

Instance / row / observation

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11
Q

Property or characteristic of an instance. These can

either be discrete or continuous.

A

Feature / variable

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12
Q

The attribute or feature that is described by the other

features within an instance.

A

Class / label

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13
Q

The ___________ of a dataset represents the number of features in the dataset.

A

dimensionality

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14
Q

Data _______ and _______ describe
the degree to which data exists for
each feature of all observations.

A

Density / Sparsity

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15
Q

_________ is the process
of reducing noise in the
data.

This can be done by:

  • __________
  • __________
  • __________
A

Smoothing
Binning
Clustering
Regression

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