Neutrosophic Boolean Lattice

Florentin Smarandache

while with respect to other human variable a smaller tumor probability.

Or, the probability of the tumor to advance, regress, or stagnate (i.e. neutrosophic probability).

See also the neutrosophic statistics, where indeterminacy is taken into consideration: when the probability distributions are not well known, or we have a triple probability distribution: the first curve presenting the chance that the tumor advances, second curve the chance that the tumor regresses, while the third curve the chance that the tumor stagnate...

I see your paper is more focused on medical treatments.

If one takes a 3D-scan of the tumor area, this can be interpreted as a neutrosophic set, each pixel is an element of the set.

Then we compare this neutrosophic set S towards a database of neutrosophic sets representing different tumor areas, calculating the similarity measures between S and each of the other sets, to see which one is the closes one. (We did this procedure in neutrosophic image recognition.)

Neutrosophic Boolean Lattice

Florentin Smarandache

What about considering the propositional calculus, but instead of Boolean Lattice, one would propose a Neutrosophic Boolean Lattice, i.e. instead of only 0