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Time&Eternity

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174 chapter 3<br />

nature. In the meantime, it has been proved that simple theories of hidden<br />

parameters, as Einstein imagined them, do not describe reality.<br />

Within the framework of thermodynamics, the irreversibility of the increase<br />

in entropy was interpreted as proof for the existence of a time arrow;<br />

yet, the assumption of a universally valid time arrow presupposes that the<br />

universe as a whole can be understood as an isolated system. Here, a dilemma<br />

is revealed. In thermodynamics, the thought of a strict time arrow is<br />

linked to the idea of the universe as an isolated system, while the emergence<br />

of complex structures presupposes open systems far from equilibrium. The<br />

strict irreversibility of time that is intended in thermodynamics therefore<br />

appears to be modified by chaos research. Instead of speaking of a universal<br />

time arrow, one now talks more often of the “multiplicity of time.” 315 Rigid<br />

static behavior is not the signature of the world, but rather dynamic chaos<br />

that can create highly flexible and richly nuanced orders.<br />

Theories of both entropy and self-organization appear to lend themselves<br />

to an ideologizing interpretation of entropic disintegration, on the<br />

one hand, and creative chaos, on the other. But just as one must be warned<br />

against a careless application of quantum theory in areas foreign to physics,<br />

one should also be careful when using thermodynamics and chaos theory.<br />

Accordingly, the applicability of chaos theory in no way signifies the end of<br />

determinism, but rather supports a more complex understanding of it than<br />

is found in classical physics. Chaotic processes are deterministic, though<br />

they are not predictable. Their openness therefore should not be mistaken<br />

for indeterminacy, since the development always follows the attractor acting<br />

immanently in the system. Openness to the future based on unpredictability<br />

does not therefore essentially cancel the determination by the initial conditions,<br />

even if the initial conditions of a chaotically developing system cannot<br />

be reconstructed. Nevertheless, the key concepts of nonlinearity, instability,<br />

and fluctuations 316 have had a lasting influence on the understanding of nature<br />

and time. Twentieth-century natural science has attacked the strict<br />

causality principle on the basis of both its premises (in the form of the quantum<br />

theory) and its conclusions (in the form of chaos theory). 317<br />

To speak again metaphorically: Newtonian time is just as barren and<br />

lifeless as an empty theater stage. Measured by the multi-temporality that<br />

was discussed in chapter 2, it has about as much life in it as a cloister’s ossuary.<br />

Comparatively, Einstein appears to have exchanged the hard stage<br />

floorboards for a trampoline that is constantly in motion. Finally, Heisenberg<br />

also doused this trampoline with liquid nitrogen and completed the<br />

scene by installing a strobe light: Lightning-like illumination shows instantaneous<br />

images of a nebulous drama. The static idea of a cosmology with an<br />

infinitely uniform flow of time by no means corresponds to this scenario,

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