biomorph

A biomorph is a term used in various fields, often referring to a form or structure that resembles or is derived from biological organisms. In computer graphics and art, biomorphs are abstract visual forms that often exhibit organic qualities such as branching, growth, and cellular structures. These can be generated through mathematical algorithms, sometimes referred to as iterated functions or fractal generation, which simulate processes found in nature. The term was popularized by mathematicians like John Conway with his Game of Life, which produced complex patterns from simple rules, and later by artists and programmers who explored these generative techniques.

In biology, the term can sometimes be used more literally to describe a living organism or a fossil that exhibits characteristics of a particular biological form. However, its more common usage, especially in non-scientific contexts, leans towards the abstract or digitally generated representations. Biomorphs can also appear in evolutionary computation and artificial life simulations, where they represent evolving entities or strategies. These digital biomorphs can adapt and change over time, mimicking evolutionary processes. The aesthetic appeal of biomorphs often stems from their inherent complexity and their resemblance to natural, albeit often alien or microscopic, life forms. Their study and creation bridge the gap between mathematics, art, and computer science, offering a unique perspective on form and complexity.