Gradients Are the New Intervals: A Novel Approach to Efficiently Rendering Complex SDF Models
This blog post explores a new method for efficiently rendering complex models based on signed distance fields (SDFs). Leveraging the Lipschitz property of SDFs, the approach uses single-point evaluation to obtain pseudo-interval results, combining it with traditional interval arithmetic techniques. This significantly improves performance by avoiding the conservatism of interval arithmetic and handling complex transformations more effectively. While additional normalization is needed for non-Lipschitz continuous distance fields, the overall efficiency surpasses traditional methods, opening new avenues for interactive visualization of complex models.
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