• Home
  • About
    • Infinite Curves
    • Lawrence Dillon
    • Contact
  • Other AJBlogs
  • ArtsJournal

Infinite Curves

Lawrence Dillon: Connecting the Dots

Being the Sea

June 11, 2015 by Lawrence Dillon

Sea_Picture_Transparent_PNG_ClipartBaby boomers inherited a world that believed deeply in the value of the Western canon, and now inhabit a world that holds that canon responsible for many of our culture’s ills. One belief for childhood, the opposite for adulthood.

Artists can create based on their beliefs. They can work within the assumptions laid out by the standards of the past in the belief that they are participating in something greater than themselves. Or they can believe those standards run counter to the purpose of art, and strike out on paths resistant to those traditions.

But art doesn’t always proceed in this manner. Sometimes art occupies a position outside of belief — or maybe it is more accurate to say that art can use beliefs for its own ends. It’s possible to create art that wonders at the way beliefs can swing between opposite poles in a single lifetime. Art as the sea, rather than the tide.

A lot of my work – not all, by any means – has arisen from these shifts in perspective. It’s an interesting place to be, astride opposing shores, understanding the value — living the value — of each side. In the best scenario, the resulting work can bristle with conflicting desires.

I am in the midst of an extended break from composing. I completed two works at the end of the winter – an orchestra piece and a brief song – and have done little more than doodle since. I have a number of pieces I could dive into at any time, but I am enjoying taking the long view for a while, and I plan to continue doing so indefinitely.

Filed Under: Uncategorized

Lawrence Dillon

Composer in Residence at the University of North Carolina School of the Arts, Lawrence Dillon creates works that connect past and present in attractive and unexpected ways. [Read More]

Infinite Curves

There are no two points so distant from one another that they cannot be connected by a single straight line -- and an infinite number of curves. In a musical composition, there are always many ways to get from Point A to Point B, regardless of how little A and B seem to have in common. Similarly, … [Read More...]

Read more at My Website

Archives

June 2015
M T W T F S S
1234567
891011121314
15161718192021
22232425262728
2930  
« May   Jul »

An ArtsJournal Blog

Recent Posts

  • Adam Gopnik on Cole Porter
  • Keeping Track of Us
  • Brio and Blossom
  • Music by the Second
  • Eighth Blackbird Records Student Compositions

Copyright © 2025 · Magazine Pro Theme on Genesis Framework · WordPress · Log in