All our truth, or all but a few fragments, is won by metaphor. We don’t grasp the meaning of a word or concept until we have a clear image to connect it with.
— C.S. Lewis
Understanding artistry and those “things” that contribute to honest and direct musical expression are concepts that are both difficult to teach and difficult for us to understand as conductors and teachers.
Born out of his teaching at The Choral Institute at Oxford each summer, James Jordan has realized the power of metaphor for teaching the highest artistic concepts involving human connection and deeper listening. The home of The Choral Institute at Oxford is St. Stephen’s House, the very place that C. S. Lewis worshipped.
In this book, Jordan adapts Lewis’s love of powerful and effective metaphors. Jordan uses metaphors as a guide to help conductors engage the most profound the concepts of artistry in music, concepts that are often elusive to teach or learn. These metaphors can be effective doorways to understand our role as artist teacher/conductors in new and vibrant ways.
In this book, Jordan explores:
The metaphor of conductor as a refractive prism connecting musicians to conductors within constant communicative connection
The light-generating source for conductors
The power of abiding
Polishing one’s metaphorical prism for the most powerful refraction to others
Rethinking the “sublime” in music making
Understanding and avoiding musical “kitsch”
The power of predictive audiation as ultimate trust
The artist’s necessary journey into loneliness
GRAMMY-nominated conductor James Jordan is Professor and Senior Conductor at Westminster Choir College in Princeton, New Jersey. He is conductor of the internationally acclaimed Westminster Williamson Voices and the Westminster Schola Cantorum, and is Artistic Director and Conductor of The Same Stream (thesamestreamchoir.com). He is Director of The Westminster Conducting Institute and is Co-Director along with James Whitbourn of The Choral Institute at Oxford.
James Jordan talks about his new work, Conductor As Prism: