Soft Loops

Soft loops, often used in mathematics and physics, refer to flexible or adaptable pathways that do not have strict, fixed structures. Think of them as loops or circuits that can gently change shape, bend, or stretch without breaking, allowing a system to maintain stability or flexibility. Unlike rigid loops that are fixed in form, soft loops can adjust to different conditions, enabling systems—like in electrical circuits or mechanical systems—to adapt and respond smoothly. This concept helps in understanding how complex systems remain resilient through adaptable feedback paths.