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THE RECOVERY OF COMPREHENSIBLE MATHEMATICS

Ting Fa Margherita Chang
•
L. C. Piccinini
•
M. Taverna
•
M. A. Lepellere
2019
  • conference object

Abstract
The main objective is to get over the gap that exists between mathematics and common people, especially grown up people. Apart mathematical details, the problem lies in a good choice of notices (curiosity) and nice problems (play). Some historical notes about great mathematicians are presented and discussed, with explicit reference to the cases when the boundary between Nobel prize and mathematics was broken. Favourable fields are probability and operations research. Since probability tends to an excess of theory, operations research seemed to be a good choice. The Fields Medal, a kind of Nobel prize for Mathematics, was also considered, since in 2018 it was achieved by the Italian mathematician Figalli, former student of Scuola Normale Superiore di Pisa. He started from an important field in the frame of Operations Research, namely Optimal Transport. This sector allows to summarize a very nice procedure for its solution, non at all obvious to be trasferred to the computer. Since mathematics is forgotten in the course of life, except for those few parts of current use, to bring the adult back into the interest of mathematics, topics related to everyday life should be presented. Operations research, and especially network optimization, provide significant but pleasing problems.
DOI
10.17770/sie2019vol5.3737
Archivio
http://hdl.handle.net/11390/1193017
Diritti
closed access
Soggetti
  • Fields Medal

  • Optimal Mass Transpor...

  • Linear Programming

  • Stepping Stone

  • Duality

Web of Science© citazioni
0
Data di acquisizione
Mar 10, 2024
Visualizzazioni
5
Data di acquisizione
Apr 19, 2024
Vedi dettagli
google-scholar
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