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Information physics considers physical laws to result from the consistentquantification and processing of information about physical phenomena. Inprevious efforts, one of us (Knuth) has shown that a simple model of particlesthat directly influence one another results in a partially ordered set referredto as the influence network, from which emerge the Minkowski metric and Lorentztransformations of special relativity. Here, we extend earlier work on receiptof influence to the case of one particle influencing another, finding that thisgives rise to equations of the form of geodesic equations from generalrelativity in 1+1 dimensions. Future work will test the equivalence of thecurrent result to general relativity in 1+1 dimensions.

An Information Physics Derivation of Equations of Geodesic Form from the Influence Network