Recent advances in quantum operator theory reveal that entropy growth is not purely random but structured by hidden conservation laws. Building on this framework, we introduce Jaxian Dynamics, the founding discipline of Entropic Systems Mathematics. This discipline reframes entropy as a controllable design variable rather than an unavoidable fate.
We formalize a set of Artificial Laws of Thermodynamics, culminating in a Fourth Law: Information Is Energy. We show how engineered operator control can steer equilibrium, orchestrate energy pathways, and stabilize ordered states at low energies. Finally, we outline applied realizations in autonomous energy systems, photonic compute, and resilient communications, under the branded framework of QEntropy™.