EDB β€” 0C7

↑ ← β†’ ↓ view in whole PDF view in whole HTML

View

English

Definition 59

[0C7]A number \(π›Όβˆˆβ„\) is said algebraic if there exists a polynomial \(p(x)=a_ 0+a_ 1x+\cdots + a_ n x^ n\) with rational coefficients such that \(p(𝛼)=0\). Otherwise \(𝛼\) is said transcendental.

Download PDF
Bibliography
Book index
  • transcendental number
  • algebraic number
  • polynomial
  • real numbers
  • polynomial
Managing blob in: Multiple languages
This content is available in: Italian English