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A theoretical framework that extends classical mechanics to systems with fractal geometry or fractal dynamics. Traditional mechanics assumes smooth, differentiable trajectories and boundaries. Fractal Mechanics relaxes these assumptions, allowing for paths that are continuous but nowhere differentiable, surfaces with infinite perimeter, and force distributions that are statistically self-similar across scales. It's the physics of mountains, clouds, and cracked earth—where the Euclidean ideal meets the jagged real.
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