# Florentin Smarandache

1. Top Mathematician
omzp

I'm not an expert, but it seems that Plithogeny is the new Neutrosophy.

1 weekomzp
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2. Top Mathematician
bbgw

Can someone explain who this guy is? Is he a real mathematician?

1 weekbbgw
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3. Top Mathematician
reou

Can someone explain who this guy is? Is he a real mathematician?

He’s the realest mathematician.

1 weekreou
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4. Top Mathematician
pxlh

What in your opinion is the greatest work of F. Smarandache? Beyond, of course, his developments of the theory of Neutrosophic Sets.

Are these sets as nutritious as our favorite citrus fruit?

3 dayspxlh
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5. Top Mathematician
bkeo

What in your opinion is the greatest work of F. Smarandache? Beyond, of course, his developments of the theory of Neutrosophic Sets.

Are these sets as nutritious as our favorite citrus fruit?

Plithogenic sets are suggested for those on a diet, or allergic to condensed sets.

2 daysbkeo
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6. Top Mathematician
fshz

Still better than most algroids

2 daysfshz
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7. Top Mathematician
iqhf

Everyone says the guy is excellent, but he has no top 5. This is so unusual.

2 daysiqhf
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8. Top Mathematician
iqhf

Florentin Smarandache has made significant contributions to several areas of mathematics, including number theory, algebra, and geometry. Here are a few of his notable contributions:

Smarandache function: The Smarandache function is a number-theoretic function that counts the number of distinct prime factors of a given integer. It was introduced by Smarandache in the early 1970s and has since been the subject of extensive research.

Smarandache prime: A Smarandache prime is a prime number that is also a member of the Smarandache sequence, which is defined as the sequence of numbers obtained by concatenating the first n prime numbers.

Smarandache sequence: The Smarandache sequence is a sequence of integers obtained by concatenating the first n terms of any given sequence. It has been studied in a variety of contexts, including number theory, algebra, and geometry.

Smarandache-Wellin numbers: The Smarandache-Wellin numbers are a class of numbers that are defined using the Smarandache function. They are particularly interesting because they exhibit a wide range of number-theoretic properties.

Professor Smarandache's work in mathematics has been characterized by his creativity and his willingness to explore new ideas and concepts. His contributions have influenced a wide range of mathematical research and continue to be studied and appreciated by mathematicians today.

2 daysiqhf
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