Post-Sharp Condition

A theoretical framework proposed by Mario Bunge describing the state of systems and societies after Sharp's law of technological growth reaches its limits.

The Post-Sharp Condition refers to the theoretical state of complex systems after they exceed the predictive capacity of Sharp's law of exponential technological growth. This concept, developed by philosopher Mario Bunge in his work on technological determinism, suggests that systems eventually enter a phase where traditional models of linear or exponential progress become inadequate.

Key aspects of the Post-Sharp Condition include:

  1. Complexity Barriers The primary characteristic is the emergence of complexity barriers that prevent further straightforward technological advancement. These barriers arise from the increasing interconnectedness of system components and the emergence that result from their interactions.

  2. Adaptive Responses Systems in the Post-Sharp state develop new adaptive mechanisms that differ fundamentally from previous growth patterns. These mechanisms focus on qualitative change rather than quantitative growth.

  3. Information Processing Limits The condition recognizes fundamental limits to information processing capacity, challenging the assumption of indefinite exponential growth in computational power suggested by Moore's Law.

The Post-Sharp Condition connects to broader discussions in systems thinking about:

Practical implications of the Post-Sharp Condition can be observed in:

  • Technology development plateaus
  • Shifts from quantitative to qualitative innovation
  • The increasing importance of system resilience over system growth

This theoretical framework provides important insights for understanding the evolution of complex adaptive systems and the limitations of traditional growth models in both technological and social domains.

Critics argue that the Post-Sharp Condition may itself be subject to transformation through new paradigms of system organization and emergence, suggesting that apparent limits might be transcended through fundamental shifts in how systems operate and evolve.

The concept remains significant for its contribution to understanding the boundaries of system growth and the nature of technological advancement in complex environments.