Dear Biswaranjan Dikshit,
You write:
"...since all processes occurring in the universe are governed by quantum physical laws which incorporate the biased will of the nature (as demonstrated in this paper), every system is inherently goal oriented whether we are able to perceive it or not."
Does your work involve "fixed points?"
That is, "Wandering towards a goal" in the context of mathematical physics suggests to me the "fixed point problem."
Say that in a shopping mall your goal is the sporting goods store. So you stand in front of the map of the mall.
What enables you to plan a path towards your goal is that there is, on the map in front of you, the point "You are here." Which is where you are actually standing in the mall.
Without this "fixed point" you would be faced with a random walk towards the goal (unless you are willing to ask strangers).
The fixed point-- "You are here"-- enables you more efficiently and effectively to move towards your goal.
Then to me, the key in an effective use of a map for moving towards a goal is FIRST to know where you are. (So I focus on "self.")
After "self" is identified both in the real world and on the map, then a goal can be located on the map and a route in the real world planned towards that goal.
But first-- you have to know where the "self" is, and where it is imaged on the map.
(There is a potentially useful mnemonic-- When going towards a goal, first know what the self is, so you can locate it in both places: "Know thyself.")
Since you specifically say "all processes," I think of two equations where things usually thought of as "objects" can, instead, be modeled as processes:
The quantum particle as a process:
particle = (physicalExtension, particle)
The observer as a process:
self = (goal, self)
(Other equations like this are also possible. These describe processes called "streams" in language of hypersets.)