MidTerm Flashcards

1
Q

Can a Histogram Filter be multimodal, or just unimodal?

A

Can be multimodal

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2
Q

Can a Kalman Filter be multimodal, or just unimodal?

A

Cannot be multimodal. (Just unimodal.)

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3
Q

In regards to Histogram Filters, when it comes to scaling in the number of dimensions of the state space, which of the following is the amount of storage that must be assigned?

A

Exponential

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4
Q

In regards to Kalman Filters, when it comes to scaling in the number of dimensions of the state space, which of the following is the amount of storage that must be assigned?

A

Quadratic

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5
Q

What is the state space of a particle filter?

A

Continuous

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6
Q

Can Particle Filter be multi-modal or uni-modal?

A

Multi modal

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7
Q

Whats the max number of dimensions that particle filter should use?

A

Four dimensions

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8
Q

What is the heading in a particle filter?

A

The angle relative to X- axis

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9
Q

What are the location value of each particle vector?

A

X, Y, Heading

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10
Q

What are the two controls of the bicycle model

A

Steering angle and forward movement

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11
Q

What is a positive steering angle in the bibycle model

A

to the right

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12
Q

What is a negative steering angle in the bicycle model

A

tot he left

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13
Q

What defines the steering angle in the bicycle model

A

the angle the front wheel makes to the orientation of the vehicle

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14
Q

What would be a zero angle in the bicycle model

A

When the front wheel is in the same direction as the vehicle.

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15
Q

How to we measure forward ovement

A

From the rear axle at the beggining to where the rear axle ends

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16
Q

Will the rear axle change direction in respect to the robot?

A

No, the rear axle is set in place.

17
Q

In a bicycle model, which axle will make a smaller circle?

A

The rear axle

18
Q

In a bicycle model, how many tracks will there be when turning?

A

There will be two tracks

19
Q

if we increase the steering angle what will happen to the center of the circlew.

A

It will get closer

20
Q

How bar will the robot have to travel to get back to its starting position?

A

2pir

21
Q

What is the formula for the arch length?

A

arch length = essential_angle * radius

22
Q

Admissable Heuristic

A

h(x) <= cost to goal