- 作者: SUI SUN CHENG AND TZON TZER LU
- 中文摘要: Tridiagonal matrices arise frequently in mathematical models related to discrete time-space heat diffusion, discrete time oscillator, loaded vibrating string, rotating flywheels, etc. These matrices naturally possess qualitative properties which reflect their roles in these models. We review some of these properties and the techniques that are useful for obtaining them. Certain techniques can be easily applied to more general band matrices.
- 英文摘要: --
- 中文關鍵字: tridiagonal matrix, difference boundary value problem, symmetry, regular and singular domains, row dominance, central dominance
- 英文關鍵字: --