Noise Filtering Flashcards

1
Q

______ _______ is removing noise from a signal. There are several ________ algorithms that achieve this

A

Signal processing, filtering

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2
Q

What is LOESS smoothing?

A

A technique to smooth a curve and to remove the effects of noise

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3
Q

What are the steps in LOESS?

A

Take local section of data
Fit a line to it
Declare that line to be the part of the curve for the middle of the section
Slide the window along, generating a curve as you go

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4
Q

In LOESS smoothing, what do small and large fractions imply?

A

Small fractions are sensitive to noise and a small region

Large fractions wont respond as the signal changes

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5
Q

LOESS is best used when?

A

When there are lots of samples

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6
Q

______ filtering is designed to take into account domain knowledge of the signal

A

Kalman

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7
Q
Kalman filtering works best if you know the following 4 things:
How much \_\_\_\_\_\_ in measurements
How \_\_\_\_\_ it changes
A \_\_\_\_\_\_ for the next value
How much \_\_\_\_\_ you expect on the above
A

error, fast, prediction, error

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8
Q

In Kalman filtering, we assume out noise follows a _______ distribution

A

normal

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9
Q

The range from avg-std dev. to avg+std dev. contains __% of the observations

A

68

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10
Q

______ says how 2 variables relate

A

covariance

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11
Q

What are transition_matrix, observation_covariance, and transition_covariance?

A

transition_matrix: Prediction of next value based on current value
observation_covariance: Represents error in the measurement
transition_covariance: Represents error in your prediction

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12
Q

Filtering frequencies is good for ______ data

A

periodic

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13
Q

What is lowpass and highpass?

A

Lowpass: Keep low and discard high frequencies
Highpass: Opposite of lowpass

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14
Q

The _________ filter is a common choice to filter signals

A

Butterworth

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