When inner perception linked to uncertainty and unconscious, is conceived, it is called intuition. When synchronized and optimized with analytical skills it comes into the realm of bounded rationality, in case we treat intuition as an efficient form of allocating scarce mental resources. There are emotional and cognitive costs attached to decision making, hence to indifferences and preferences.

From amongst logically consistent possible worlds, the actual physical world is sheer coincidence. It is always an open question whether it is the best of all possible worlds. With generalised co-ordinates we can write the principle of least action for laws of motion either in terms of configuration space or phase space, pursuing critical rationalism

Relaxing transitivity, a closed cube in Rn centred on the origin, with lambda being small and weak local derivatives, given h capacity , finite distortions are measured. Time inconsistent preferences with bounded rationality are an explanation of market failures. The absorption level of economic power by political power and criticality of rationality lays down the decision criteria. http://www.msmishraassoc.org/images/msm-files/doc/msmnew/e2.pdf

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Thought is a kind of motion, both thought and perception are physical processes in space which is a set of relations and distances are between events. The motion of an object is the notion of a process that produces the apparent stability of the object. Objects are tokens of eigen-behavior where eigen- behaviour is the process itself. The resulting object of recursive process in a reflexive domain is the eigen-form of the process. The eigen-form is the imagined boundary in the reciprocal relationship of the object(It) and the process leading to the object(It)

Critical rationality has the attention vector in locally bounded topological vector space and thermal equations have chaotic motion absorbed at the boundary of the tubes, it can be barrelled and with conditions of variants of reflexivity stereotyped. When norms do not change, the second order eigen-forms of perceived worlds interact with the world to produce stabilities that become the object of perception. Objects and eigen- forms can have varying degrees of reality. Any object in the world provides a conceptual centre to explore relationships. Attention has a selection in space and time and the attention process originates from endogenous factors or exogenous stimuli. With the change of order of predicates h, g on propositional p, with p,h,g being genus surface, we are changing the order within the same class of predicates(gamma) leaving the other class of predicates of accident(beta), further ,for hyperbolic functions, h(0) = 0 and h'(0)  are invertible for re-parametrization invariance.

Bounded rationality with intersecting i-lines and genus surface h-lines requires selecting h instead of b for function f(x) with values a,b. As h approaches 0, the slope of the secant line approaches the line tangent to f(x) at x = 0. The derivative is a slope of the tangent line, and tangent slope is the limiting value of secant slope for genus surface h.We can look for stability in terms of perturbation around the equilibrium path and cycles around the equilibrium.The i lines by induction layout the hypothesis which is to be tested.Examining possible world lines we arrive at a logical conclusion by deduction.

Three dimensions are needed to specify the centre of the object. Three more are required to specify location and position of the object in motion. Spin groups whose dimension are square root of that vector in n-dimensional space give four more dimensions.A particle is treated as of dimension 0 and  a brane as of dimension 1 as some dimensions curl up.There is a spending symmetry from degrees of freedom, then holding distributivity there is an impact grading with k* algebra. With affine space and no preferred origin, the gamma starts time flow and alpha is dimensionless, as in string theory.Applying to capital asset pricing , a positional scalar inhibits the length of vector and beta determines the risk and the range of shape of yield curves.