Numerical Analysis I
Boundary conditions are constraints that are applied to the endpoints of a mathematical model, particularly in differential equations and numerical analysis, which help to define the behavior of a solution at the boundaries of the domain. These conditions are crucial for accurately modeling real-world phenomena and are essential in spline interpolation methods, as they ensure that the resulting spline function behaves correctly at the endpoints. They serve to specify the values or derivatives of the function at specific points, directly influencing the shape and continuity of splines.
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