mathswithmuza on Instagram: "The Dini’s surface is a fascinating example of a mathematical surface that combines both curvature and twisting. It is generated by applying a helical twist to a portion of a pseudosphere, resulting in a spiraling, funnel-like shape. Dini’s surface is defined using parameters involving sine, cosine, and a logarithmic function, and it features negative Gaussian curvature, meaning it curves in opposite directions along different axes—similar to a saddle. This makes it