Landauer's Principle
Any logically irreversible manipulation of information, such as the erasure of a bit or the merging of two computation paths, must be accompanied by a corresponding entropy increase in non-information bearing degrees of freedom of the information processing apparatus or its environment.
Attempts to show that the arrow of computation - and by analogy, the human psychological arrow - generally appeal to the above principle formulated by Rolf Landauer in a 1961 paper (see citation). This is implicit in the case of Stephen Hawking and explicit in Schulman's paper, cited in the parent node.

However in the attached OpposingArgument node, O.J.E. Maroney of the Perimeter Institute of Physics argues that the derivation of Landauer's Principle presumes an entropy increasing universe and that if a decreasing entropy universe is assumed, the principle reverses. Hence the attempt to bind the psychological and thermodynamic arrows using information theory fails.
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The Arrow of Time  »The Arrow of Time 
The experience of time »The experience of time
Passage view components »Passage view components
Flow and direction of time? »Flow and direction of time?
Memory accretion hypothesis  »Memory accretion hypothesis 
Direction is that of memory accretion »Direction is that of memory accretion
Why aligned with thermodynamic arrow? »Why aligned with thermodynamic arrow?
Information theoretic explanation »Information theoretic explanation
Argument from computation »Argument from computation
Computer memories need increasing entropy »Computer memories need increasing entropy
Landauer's Principle
Information/entropy relationship »Information/entropy relationship
Landauer's principle reverses »Landauer's principle reverses
Computers not bound to Landauer's Principle »Computers not bound to Landauer's Principle
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