What is the finite difference method?
The finite difference method is a numerical technique used to approximate solutions to differential equations by discretizing them.
Can you explain how it works in simple terms?
Sure! It involves replacing derivatives with finite differences, which are calculated using values at specific points.
What are some applications of the finite difference method?
It's widely used in engineering, physics, and finance for problems like heat conduction, fluid dynamics, and option pricing.
Are there any limitations to this method?
Yes, it can be less accurate for complex geometries and may require fine grids for better precision, which increases computation time.
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