A Plithogenic Set P is simply a set whose each element is characterized by many attribute values

Nidus Idearum. Scilogs, IX: neutrosophia perennis

As an example, we may have:

P = { b (white(0.2), yellow(0.1), blue(0.4); thin(0.7), fat(0.0); small(0.9), medium(0.1), big(0.0), verybig(0.1)), c (white(0.3), yellow(0.5), blue(0.0); thin(0.6), fat(0.1); small(0.3), medium(0.3), big(0.6), verybig(0.2)), e (white(0.2), yellow(0.1), blue(0.4); thin(0.7), fat(0.0); small(0.9), medium(0.1), big(0.0), verybig(0.4)) }.

A Plithogenic Set P is simply a set whose each element is characterized by many attribute values.

Florentin Smarandache

For example: P = {x1(white, yellow, blue, green, red), x2(white, yellow, blue, green, red), x3(white, yellow, blue, green, red)}.

Each element has a degree of white, degree of yellow, degree of blue, degree of green, and degree of red.

For example: x1(0.2, 0.4, 0.5, 0.1, 0.3), which means that x1's fuzzy degree of white is 0.2, x1's fuzzy degree of yellow is 0.4, x1's fuzzy degree of blue is 0.5, x1's fuzzy degree of green is 0.1, and x1's fuzzy degree of red is 0.3.

In this example we assigned a FUZZY degree to each attribute.

So this is a Plithogenic Fuzzy Set. *

But we may assign, for example, a neutrosophic degree to each attribute: