| 释义 |
Sturm separation theorem
Sturm separation theorem[¦stərm ‚sep·ə′rā·shən ‚thir·əm] (mathematics) The theorem that if u and v are real, linearly independent solutions of a second-order linear homogenous differential equation in which the coefficient of the second derivative is unity and the other two coefficients are continuous functions, then there is exactly one zero of u between any two zeros of v. |