But! if temp denotes a graphing in a non-linear function (heat map) then it also implies topological, because temperature is affected by adjacency - where a topological/toroidal graph is more indicative of the selection set?
The term temperature is used because they are literally using Boltzmann's distribution from statistical mechanics: e^(-H/T) where H is energy (Hamiltonian), T is temperature.
The probability they give to something of score H is just like in statistical mechanics, e^(-H/T) and they divide by the partition function (sum) similarly to normalize. (You might recognize it with beta=1/T there)
Right, it’s not termed to be understood from the user perspective, a common trait in naming. It increases the jumble within the pool of next possible word choices, as heat increases Brownian motion. That’s the way I think of it, at least.
Adjacency, Velocity, Adhesion, etc
But! if temp denotes a graphing in a non-linear function (heat map) then it also implies topological, because temperature is affected by adjacency - where a topological/toroidal graph is more indicative of the selection set?