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Watch the video and choose the correct answers (put an uppercase letter A-D):  ...

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Watch the video and choose the correct answers (put an uppercase letter A-D):

 

 

According to Lady Ada Lovelace:

A. Machines could never be as intelligent as humans.

B. Machines must be able to create original ideas that they were not programmed to create if they are to be considered intelligent

C. Machines could be considered intelligent if they exhibit intelligent behavior indistinguishable from that of a human

D. Creative machines will take over the world

 

To pass the Lovelace Test a machine should: 

A. Use computational methods to generate outcomes that would be impossible, or very difficult for humans to reverse engineer

B. Fool people into thinking it is a human rather than a machine

C. Answer correctly a set of 170 questions about creativity

D. Use computational methods to become more creative than humans

 

Name a computational approach that could lead to outcomes that would be impossible, or very difficult for humans to track.

A. Genetic algorithms

B. Chaotic functions

C. Fuzzy logic

D. All of the above

 

Researchers have used genetic algorithms in an effort to build creative robots since genetic algorithms: 

A. Utilize randomness and complexity that leads to original outcome that is impossible, or very difficult, for humans to reverse engineer

B. Introduce human aesthetics into the computational methods in order to create outcomes that would be perceived by humans as beautiful, meaningful, and/or valuable

C. Utilize evolutionary methods that could evolve robots to become smarter and more creative than humans

D. A and B are both correct

 

The more generations of mutations and crossbreeding we will add to the musical genetic algorithm described in the video, then: 

A. The more beautiful the resulting melodies will become

B. The less beautiful the resulting melodies will become

C. The less similar the resulting melodies will become to the fitness function melody

D. The more similar the resulting melodies will become to the fitness function melody up to a point where each one of the resulting melodies will be identical to the fitness function melody

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