This project delves into the concept of bifurcation. In simple terms, it’s the moment when something (a particle, actor, or flow) chooses one of two directions. Before the point of bifurcation, the behavior of particles is determined and experiences only minor fluctuations (small variations that don’t affect the overall movement). But at a certain moment, the particle is forced to “make a choice,” throwing the system into chaos because its behavior becomes unpredictable. Eventually, particles reach a stable state, and within the system, they gravitate towards order. Through cycles of order and chaos, the system self-organizes. This theory of chaos was developed by chemist and physicist Ilya Prigogine, drawn from his studies on irreversible processes in chemistry. The concept of bifurcation extends beyond natural sciences to geography, geology, sociology, and economics.
The structure representing bifurcation is borrowed from my observations of nature—I subconsciously recreate the “branching” patterns of the plant world in beadwork. This could represent a river, lichen, mineral dendrites, or a social phenomenon.
I simply repeat this pattern countless times. And theoretically, it’s an infinite story, but we observe the process at a specific moment in time.
In the narrative, the pavilion represents the abandoned office of a fictional scientist, who struggled to achieve harmony and balance. He experimented with silicon-based life forms, though there are no records of his experiments. Perhaps because the results only appeared after the scientist's work was done, we now witness the self-organization of particles in this room, reflecting the constant movement between order and chaos.