Machine Learning Terms

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18 Terms

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sample space

a set of possible outcomes in your domain.

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random variable

a function defined over the sample space S.

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Event

a subset of S.

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Probability

a real function defined over the events in the sample space

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probability has value between 0 and 1.

probability has value between 0 and 1 equation

<p>probability has value between 0 and 1 equation</p>
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probability of true is 1

an event in which all outcomes occur; i.e. either heads or tails occurs

<p>an event in which all outcomes occur; i.e. either heads or tails occurs</p>
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probability of false is 0

an event in which no outcomes occur; i.e. neither heads or tails occurs

<p>an event in which no outcomes occur; i.e. neither heads or tails occurs</p>
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equation of the probability of A or B

b/c the probability of a&b occurs twice w/in a venn diagram one must be subtracted. the probability of a plus the probability of b minus the prob. of a&b equals the prob of a or b.

<p>b/c the probability of a&amp;b occurs twice w/in a venn diagram one must be subtracted. the probability of a plus the probability of b minus the prob. of a&amp;b equals the prob of a or b.</p>
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Mutually exclusive events

one event doesn’t include the outcome of another event (if a coin lands on heads then it hasn’t landed on tails—two mutually exclusive events).

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Probability mass function

all possible events in sample space S should add up to 1. (i.e., P(A)= heads & P(A)=tails would both equal 1 b/c coinds eitehr lande on heads or tails)

<p>all possible events in sample space S should add up to 1. (i.e., P(A)= heads &amp; P(A)=tails would both equal 1 b/c coinds eitehr lande on heads or tails)</p>
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P, Ai

P= probability mass function

Ai= a specific value in the discretization of a continuous quantity

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Sum Rule

used to prove that P(A)=1-P(notA) and P(A)=P(A&B)+P(A&notB) recall that A and notA are mutually exclusive events; if one occurs the other one doesn’t)

<p>used to prove that P(A)=1-P(notA) and P(A)=P(A&amp;B)+P(A&amp;notB) recall that A and notA are mutually exclusive events; if one occurs the other one doesn’t)</p>
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supervised learning

identify, based on previous input-output examples of this function, which class the vector can be mapped onto. standard formulation: classification

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unsupervised learning

given a set of inputs w/ no output mapped to them, find a pattern in the inputs via clustering (grouping instances).

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semi-supervised learning

labeled and unlabeled functions to generate an appropriate function.

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reinforcement learning

algorithm is taught a policy of how to act given an observation. after the agent causes the mechanism there is a feedback mechanism it uses to understand its mistakes and improve future reactions.

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Machine learning algorithms have the following in common

representation (how is data represented/what hypothesis space does it belong to?), evaluation (helps algorithm determine if its on the right path/ how its performance can be improved), and optimization (how to optimize algorithms for the data in question).

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applications for supervised learning

situations where human experts are hard to find; situations where humans can do the task but can’t describe it; situations where y output changes quickly due to new info; situations where a customer requires a unique function.