Number theory is an ancient subject, but we still cannot answer many simplest and most natural questions about the integers. Some old problems have been solved, but more arise. All the research for these ancient or new problems implicated and are still promoting the development of number theory and mathematics. American-Romanian number theorist Florentin Smarandache introduced hundreds of interest sequences and arithmetical functions, and presented many problems and conjectures in his life. In 1991, he published a book named Only problems, Not solutions!. He presented 105 unsolved arithmetical problems and conjectures about these functions and sequences in it. Already many researchers studied these sequences and functions from his book, and...
We study Smarandache sequences of numbers, and related problems, via a Computer Algebra System. Solu...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
Some Smarandache relationships between the terms of a given sequenceare studied in the fIrst paragra...
The research on Smarandache Problems plays a key role in the development of number theory. Therefore...
This Book is devoted to the proceedings of the fifth International Conference on Number Theory and S...
In 1999, the second author of this remarks published a book over 30 of Smarandache's problems in are...
Florentin Smarandache, an American mathematician of Romanian descent, has generated a vast variety o...
for his 50th birthday 0. In 1999, the second author of this remarks published a book over 30 of Smar...
A large number of sequences which originate from F. Smarandache or are of similar nature appear scat...
Searching through the Archives of the Arizona State University, I found interesting sequences of num...
More than seven years ago, my first book on some of the Smarandache notions was published. The book ...
The Smarandache's universe is undoubtedly very fascinating and is halfway between the number theory ...
Florentin Smarandache, an American mathematician of Romanian descent has generated a vast variety of...
About the works of Florentin Smarandache have been written a lot of books (he himself wrote dozens o...
Welcome to the first installment of what is to be a regular feature in Smarandache Notions! In this ...
We study Smarandache sequences of numbers, and related problems, via a Computer Algebra System. Solu...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
Some Smarandache relationships between the terms of a given sequenceare studied in the fIrst paragra...
The research on Smarandache Problems plays a key role in the development of number theory. Therefore...
This Book is devoted to the proceedings of the fifth International Conference on Number Theory and S...
In 1999, the second author of this remarks published a book over 30 of Smarandache's problems in are...
Florentin Smarandache, an American mathematician of Romanian descent, has generated a vast variety o...
for his 50th birthday 0. In 1999, the second author of this remarks published a book over 30 of Smar...
A large number of sequences which originate from F. Smarandache or are of similar nature appear scat...
Searching through the Archives of the Arizona State University, I found interesting sequences of num...
More than seven years ago, my first book on some of the Smarandache notions was published. The book ...
The Smarandache's universe is undoubtedly very fascinating and is halfway between the number theory ...
Florentin Smarandache, an American mathematician of Romanian descent has generated a vast variety of...
About the works of Florentin Smarandache have been written a lot of books (he himself wrote dozens o...
Welcome to the first installment of what is to be a regular feature in Smarandache Notions! In this ...
We study Smarandache sequences of numbers, and related problems, via a Computer Algebra System. Solu...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
Some Smarandache relationships between the terms of a given sequenceare studied in the fIrst paragra...