Information Rocket

The law of gravity implies that a body of mass M within a field of gravity, is attracted by force F, dependent on the strength and direction of the gravitational field. The force F manifests as change of velocity delta-v, and change of coordinate (delta-d). If, however, there is tangential motion of the velocity s, it may compensate for the orbital fall delta-d, and so satellites don't fall from the sky.

Suppose that the mass of "information object" (e.g., bit string of length N) is defined as Kolmogorov complexity ("shortest computer program (in a predetermined programming language) that produces the object as output").

Suppose that "information object" is in the field of entropy (e.g., "random noise/temperature"), that is defined as "information loss", and its integral (just like the integral of deceleration) with respect to time, results in loss of information (in number of bits erased), in a similar way that object of matter in the field of gravity results in object loss of speed, and eventually altitude (number of meters).

Suppose that "information object" is in the field of random replication (e.g., field that engenders random copies of its substrings), that is defined as "information gain", and its integral (just like integral of acceleration) with respect to time, results in gain of information (in number of bits created), in a way similar to how object of matter with an engine of propulsion results in gain of speed, and eventually altitude (number of meters).

Suppose the source of entropy is a ball in a direction perpendicular to the arrow of time (just like often sources of gravity are balls in the directions perpendicular to orbital satellite motions). E.g., assume that we are traveling in a temporal curvature, i.e., if the 5 billion years ago looks temporarily behind, perhaps 10 billion years ago is actually not directly behind, but at an angle like satellites traveling in a circular or elliptic orbits are, because a planet is a ball-like structure.

Suppose the source of entropy is of a fixed density (i.e., just like fixed mass of a massive object, this would be fixed entropy, i.e., temperature or thing that mutates bits) at a distance D of imaginary time (i.e., time perpendicular to the tangent of our time flow), where entropy is inversely proportional to the square distance to its source. (Note -- think of imaginary time as expressed in the imaginary part of real numbers, i.e., the one perpendicular to our timeline, e.g., if the universe has existed for 13.7 billion years, this represents the distance covered in Real part of it, while time perpendicular to normal years is unknown, it may be different, depending on what happened to the complexity of the universe, -- i.e., if it became more random, then it approached the entropy source, if it became more ordered, it may have increased the distance from it.).

With these assumptions, begin plotting an information rocket, to capture the bits in our minds, and let them escape that entropy.

Credits: Mindey of HalfBakery.