JMFSP

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Journal of Mathematics Facts and Short Papers (JMFSP)

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Scope and Aims

The Journal of Mathematics Facts and Short Papers (JMFSP) is above all a place to exhibit beautiful mathematics fully demonstrated.

Here are the main motivations for launching this journal

• Often, an author can be led to demonstrate a general mathematical result, in the form of a lemma, in a specialized article. This mathematical fact, which should be made accessible to all, risks passing under silence since the reader out of this branch of Mathematics would not go looking for it at that place. In this case, this mathematical fact could be presented in its generality with a full proof and published in this platform, and then be quoted in the specialized article.
  
  
• This journal is also a place of publication of new remarkable and simple new demonstrations of important results. In the opposite direction, the newspaper also encourages to undertake works aiming at providing proofs of fundamental theorems in any branch of mathematics, making them much clearer than existing ones. This could require as much as pages needed to include the necessary reminders and details. The main objective is educational by allowing Master students and up, to understand the biggest theorems both in proofs and in applications. It is only in this case in which the journals publishes exceptionally long papers.
  
  
• It is also the place of educational innovations in the exhibitions of important results of mathematical theory.
  

Authors of articles published here may be submitted by

• Top researchers in mathematics
  
  
• Professors from high schools or university colleges. In the case of high school teachers, they must be sponsored by a university professor by co-signing the article with him.
  
  
• Master or PhD students who have discovered new evidence, usually shorter, but must be sponsored by a university professor by co-signing the article with him.

Short Articles must

• be written in English
  
  
• be short (10 pages maximum, unless authorized by the editorial committee, for example in the case mentioned above)
  
  
• contain all the proofs, apart from well-established and known results.
  
  
• be written with meticulous care with a perfect organization of the paper.
  

Papers of innovative proofs, or review papers or methodologie papers

• must meet the same standards as short paper.
  
  
• However, they may be longer

The articles are internationally distributed through DOI (digital object identifie) provided by Crossref. From fifty articles, and after five years of regular and normal functioning, it will be submitted to Euclid.