Parsimise

Parsimise is a term that can refer to a few related concepts, primarily within the realm of philosophy and problem-solving. At its core, parsimise relates to the principle of simplicity or economy. It suggests that when faced with competing explanations for a phenomenon, the simplest one is usually the best. This is often summarized as "the simplest explanation is most likely the correct one."

This principle is famously embodied in Occam's Razor, named after the 14th-century logician William of Ockham. While Occam's Razor is the most well-known articulation, the underlying idea of preferring simpler solutions has a long history and appears in various forms across different disciplines. In science, for instance, a parsimonious theory is one that requires the fewest assumptions or introduces the fewest new entities.

When applied to problem-solving, parsimise encourages looking for the most direct and straightforward solution rather than convoluted or overly complex ones. This doesn't mean that simpler is always right, but it serves as a valuable heuristic to guide investigation and decision-making. It helps to avoid unnecessary complexity and focus on the essential elements of a situation. The concept is about efficiency in thought and explanation.