Neutrosophic Measures

Florentin Smarandache

I2 = casting a black vote (cutting all candidates on the list);

I3 = casting a white vote (not choosing any candidate on the list).

But if people are not interested in such refinement of Indeterminacy I, and only in this case, then you can collapse all three-middles into one (as in Included Single-Middle).

In other cases it is not possible. For example, if the opposites are T = white, and F = black, then inside of them you have multiple-middles, such as for example: I1 = yellow, I2 = green, I3 = blue, I4 = red, I5 = violet, etc.

You cannot collapse (mix) all of them, because you get something totally different.

Neutrosophic Measures

Florentin Smarandache to Akbar Rezaei

Since there are many types of indeterminacies, it is possible to define many types of neutrosophic measures.

And, in general, because of dealing with many types of indeterminacies, we can extend any classical scientific or cultural concept from various indeterminate/neutrosophic viewpoints.