The Crank-Nicolson method is a powerful time-stepping technique often used in numerical analysis and computational modeling. It seamlessly blends the advantages of explicit and implicit methods, ...
Abstract: This study introduces a novel technique based on Fractional Grünwald-Letnikov Series designed to address fractional heat equations with initial and boundary conditions. The Crank-Nicolson ...
This project explores numerical approaches to solving both the Time-Independent and Time-Dependent Schrödinger Equations (TISE and TDSE) in one and two dimensions using finite difference methods and ...
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