Scipion Delero
Type: Person
As of November 2026, Scipion Delero has been mentioned in one podcast episode on Oxford Mathematics (Dec 2025). Credited with an early discovery of a method for solving a specific class of cubic equations, later connected to Cardano’s decision to publish Tartaglia’s method.
Scipione del Ferro was an Italian mathematician who first discovered a method to solve the depressed cubic equation.
| Mentioned in | 1 episode on 1 podcast (as of November 2026) |
|---|---|
| First heard | Dec 2025 on Oxford Mathematics |
| Role | Mathematician (Renaissance Italy) |
Who talks about Scipion Delero on podcasts?
Scipion Delero came up; the most recent mention was Dec 2025 on Oxford Mathematics.
- Polynomial equations (ax² + bx + c = 0) on Oxford Mathematics (Dec 2025)
What is Scipion Delero mentioned alongside?
Worked with: Antonio Fior