PODCAST · arts
Golden mean to 5000 digits
by Jerry Bonnell, Robert Nemiroff
Dive into the enchanting realm of the golden section, a line segment artfully divided into two parts by the mesmerizing golden ratio, approximately 1.6180339887... This captivating ratio illustrates a remarkable relationship the sum of the segments (a + b) compares to the longer segment (a) as a does to the shorter segment (b). For centuries, artists and architects have embraced this proportion, weaving it into masterpieces that echo aesthetic beauty, especially through the golden rectangle. Mathematicians, too, are drawn to the golden ratios intriguing properties, sparking deep study and exploration. Join us on an enlightening journey as we unravel the mathematics and artistry behind this timeless concept!
-
1
001 - Golden mean to 5000 digits
Dive into the enchanting realm of the golden section, a line segment artfully divided into two parts by the mesmerizing golden ratio, approximately 1.6180339887... This captivating ratio illustrates a remarkable relationship the sum of the segments (a + b) compares to the longer segment (a) as a does to the shorter segment (b). For centuries, artists and architects have embraced this proportion, weaving it into masterpieces that echo aesthetic beauty, especially through the golden rectangle. Mathematicians, too, are drawn to the golden ratios intriguing properties, sparking deep study and exploration. Join us on an enlightening journey as we unravel the mathematics and artistry behind this timeless concept!
We're indexing this podcast's transcripts for the first time — this can take a minute or two. We'll show results as soon as they're ready.
No matches for "" in this podcast's transcripts.
No topics indexed yet for this podcast.
Loading reviews...
ABOUT THIS SHOW
Dive into the enchanting realm of the golden section, a line segment artfully divided into two parts by the mesmerizing golden ratio, approximately 1.6180339887... This captivating ratio illustrates a remarkable relationship the sum of the segments (a + b) compares to the longer segment (a) as a does to the shorter segment (b). For centuries, artists and architects have embraced this proportion, weaving it into masterpieces that echo aesthetic beauty, especially through the golden rectangle. Mathematicians, too, are drawn to the golden ratios intriguing properties, sparking deep study and exploration. Join us on an enlightening journey as we unravel the mathematics and artistry behind this timeless concept!
HOSTED BY
Jerry Bonnell, Robert Nemiroff
CATEGORIES
Loading similar podcasts...