I've been reading about Claude Shannon and Information Theory. I see he is credited with developing the concept of entropy in information theory, which is a measure of the amount of uncertainty or randomness in a system. Do you ever wonder how his concepts might apply to the predicted red giant phase of the Sun in about 5 billion years? Here are a few thoughts that don't include much uncertainty or randomness -

In about 5 billion years the Sun is supposed to expand into a red giant and engulf Mercury and Venus and possibly Earth (the expansion would probably make Earth uninhabitable in less than 1 billion years). It's entirely possible that there may not even be a red giant phase for the Sun. This relies on entropy being looked at from another angle - with the apparent randomness in quantum and cosmic processes obeying Chaos theory, in which there's a hidden order behind apparent randomness. Expansion to a Red Giant could then be described with the Information Theory vital to the Internet, mathematics, deep space, etc. In information theory, entropy is defined as a logarithmic measure of the rate of transfer of information. This definition introduces a hidden exactness, removing superficial probability. It suggests it's possible for information to be transmitted to objects, processes, or systems and restore them to a previous state - like refreshing (reloading) a computer screen. Potentially, the Sun could be prevented from becoming a red giant and returned to a previous state in a billion years (or far less) - and repeatedly every billion years - so Earth could remain habitable permanently. Time slows near the speed of light and near intense gravitation. Thus, even if it's never refreshed/reloaded by future Information Technology, our solar system's star will exist far longer than currently predicted.

All this might sound a bit unreal if you're accustomed to think in a purely linear fashion where the future doesn't exist. I'll meet you here again in 5 billion years and we can discuss how wrong I was - or, seemingly impossibly, how correct I was.

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