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Treść dostarczona przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf. Cała zawartość podcastów, w tym odcinki, grafika i opisy podcastów, jest przesyłana i udostępniana bezpośrednio przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf lub jego partnera na platformie podcastów. Jeśli uważasz, że ktoś wykorzystuje Twoje dzieło chronione prawem autorskim bez Twojej zgody, możesz postępować zgodnie z procedurą opisaną tutaj https://pl.player.fm/legal.
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86. Math, Music, and Artificial Intelligence - Levi McClain Interview (Final Part)

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Manage episode 401671398 series 1358022
Treść dostarczona przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf. Cała zawartość podcastów, w tym odcinki, grafika i opisy podcastów, jest przesyłana i udostępniana bezpośrednio przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf lub jego partnera na platformie podcastów. Jeśli uważasz, że ktoś wykorzystuje Twoje dzieło chronione prawem autorskim bez Twojej zgody, możesz postępować zgodnie z procedurą opisaną tutaj https://pl.player.fm/legal.

Help Support The Podcast by clicking on the links below:

Transcripts are available upon request. Email us at BreakingMathPodcast@gmail.com

Follow us on X (Twitter)

Follow us on Social Media Pages (Linktree)

Visit our guest Levi McClain's Pages:

youtube.com/@LeviMcClain

levimcclain.com/

Summary

Levi McClean discusses various topics related to music, sound, and artificial intelligence. He explores what makes a sound scary, the intersection of art and technology, sonifying data, microtonal tuning, and the impact of using 31 notes per octave. Levi also talks about creating instruments for microtonal music and using unconventional techniques to make music. The conversation concludes with a discussion on understanding consonance and dissonance and the challenges of programming artificial intelligence to perceive sound like humans do.

Takeaways:

  • The perception of scary sounds can be analyzed from different perspectives, including composition techniques, acoustic properties, neuroscience, and psychology.
  • Approaching art and music with a technical mind can lead to unique and innovative creations.
  • Sonifying data allows for the exploration of different ways to express information through sound.
  • Microtonal tuning expands the possibilities of harmony and offers new avenues for musical expression.
  • Creating instruments and using unconventional techniques can push the boundaries of traditional music-making.
  • Understanding consonance and dissonance is a complex topic that varies across cultures and musical traditions.
  • Programming artificial intelligence to understand consonance and dissonance requires a deeper understanding of human perception and cultural context.

Chapters

00:00 What Makes a Sound Scary

03:00 Approaching Art and Music with a Technical Mind

05:19 Sonifying Data and Turning it into Sound

08:39 Exploring Music with Microtonal Tuning

15:44 The Impact of Using 31 Notes per Octave

17:37 Why 31 Notes Instead of Any Other Arbitrary Number

19:53 Creating Instruments for Microtonal Music

21:25 Using Unconventional Techniques to Make Music

23:06 Closing Remarks and Questions

24:03 Understanding Consonance and Dissonance

25:25 Programming Artificial Intelligence to Understand Consonance and Dissonance

  continue reading

136 odcinków

Artwork
iconUdostępnij
 
Manage episode 401671398 series 1358022
Treść dostarczona przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf. Cała zawartość podcastów, w tym odcinki, grafika i opisy podcastów, jest przesyłana i udostępniana bezpośrednio przez Breaking Math, Gabriel Hesch, and Autumn Phaneuf lub jego partnera na platformie podcastów. Jeśli uważasz, że ktoś wykorzystuje Twoje dzieło chronione prawem autorskim bez Twojej zgody, możesz postępować zgodnie z procedurą opisaną tutaj https://pl.player.fm/legal.

Help Support The Podcast by clicking on the links below:

Transcripts are available upon request. Email us at BreakingMathPodcast@gmail.com

Follow us on X (Twitter)

Follow us on Social Media Pages (Linktree)

Visit our guest Levi McClain's Pages:

youtube.com/@LeviMcClain

levimcclain.com/

Summary

Levi McClean discusses various topics related to music, sound, and artificial intelligence. He explores what makes a sound scary, the intersection of art and technology, sonifying data, microtonal tuning, and the impact of using 31 notes per octave. Levi also talks about creating instruments for microtonal music and using unconventional techniques to make music. The conversation concludes with a discussion on understanding consonance and dissonance and the challenges of programming artificial intelligence to perceive sound like humans do.

Takeaways:

  • The perception of scary sounds can be analyzed from different perspectives, including composition techniques, acoustic properties, neuroscience, and psychology.
  • Approaching art and music with a technical mind can lead to unique and innovative creations.
  • Sonifying data allows for the exploration of different ways to express information through sound.
  • Microtonal tuning expands the possibilities of harmony and offers new avenues for musical expression.
  • Creating instruments and using unconventional techniques can push the boundaries of traditional music-making.
  • Understanding consonance and dissonance is a complex topic that varies across cultures and musical traditions.
  • Programming artificial intelligence to understand consonance and dissonance requires a deeper understanding of human perception and cultural context.

Chapters

00:00 What Makes a Sound Scary

03:00 Approaching Art and Music with a Technical Mind

05:19 Sonifying Data and Turning it into Sound

08:39 Exploring Music with Microtonal Tuning

15:44 The Impact of Using 31 Notes per Octave

17:37 Why 31 Notes Instead of Any Other Arbitrary Number

19:53 Creating Instruments for Microtonal Music

21:25 Using Unconventional Techniques to Make Music

23:06 Closing Remarks and Questions

24:03 Understanding Consonance and Dissonance

25:25 Programming Artificial Intelligence to Understand Consonance and Dissonance

  continue reading

136 odcinków

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