Does this mean there is lifelike behaviour everywhere or is there something special about the Markov blankets of systems we consider to be alive?

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

• If systems are ergodic and possess a Markov blanket, they will show lifelike behaviour.hypothesis0.879
  The main hypothesis the paper attempts to verify heuristically and with simulations.
• Is there a unique Markov blanket for any given system, or do nested multi-scale Markov blankets all exhibit life-like behavior?question0.870
  Poses challenge to definition: if every Markov blanket induces active inference, is there lifelike behavior everywhere?
• A Markov blanket is (almost) inevitable in coupled dynamical systems with short-range interactions.claim0.818
  Argument that physical laws inevitably produce Markov blankets.
• Is there a unique Markov blanket for any given system?question0.789
  Question about the multiplicity of Markov blankets across scales.
• If processes are in use which have these attributes, then we may have the real possibility of a living world.hypothesis0.787
  Conditional statement linking the adoption of morphogenetic processes to the emergence of a living world.
• When a system of living processes acts in a human environment, two kinds of structures will appear within reach of every person: a unique private world and an attached public world.hypothesis0.783
  Predictive claim about the automatic spatial output of living process
• All living processes are governed by the emergence of a special recognizable geometry that shows feeling and life.claim0.779
• The living organism seems to be a macroscopic system which in part of its behaviour approaches that purely mechanical (as contrasted with thermodynamical) conduct to which all systems tend as the temperature approaches absolute zero.claim0.778
  Schrödinger's analogy highlighting that life maintains order akin to a system at very low temperature.