Peter Li

On the Schrödinger equation and the eigenvalue problem

AbstractIf λk is thekth eigenvalue for the Dirichlet boundary problem on a bounded domain in ℝn, H. Weyls asymptotic formula asserts that

Evaluating the utility of non–echo‐planar diffusion‐weighted imaging in the preoperative evaluation of cholesteatoma: A meta‐analysis

\lambda _k \sim C_n \left( {\frac{k}{{V(D)}}} \right)^{2/n}

GigaDB: promoting data dissemination and reproducibility

, hence

High-fidelity haptic and visual rendering for patient-specific simulation of temporal bone surgery

\sum\limits_{i = 1}^k {\lambda _i \sim \frac{{nC_n }}{{n + 2}}k^{\frac{{n + 2}}{n}} V(D)^{ - 2/n} }

Fusion of Computed Tomography and PROPELLER Diffusion-Weighted Magnetic Resonance Imaging for the Detection and Localization of Middle Ear Cholesteatoma

. We prove that for any domain and for all