|Authors:||Vesić, Nenad||Affiliations:||Mathematical Institute of the Serbian Academy of Sciences and Arts||Title:||IMPOSSIBLE: Whether, Why, How||First page:||39||Related Publication(s):||Knjiga Sažetaka||Conference:||Kongres mladih matematičara u Novom Sadu, 3-5. oktobar 2019.||Issue Date:||2019||Rank:||M64||URL:||https://kmmns.pmf.uns.ac.rs/assets/PDF/bookOfAbstractsFinal.pdf||Abstract:||
This is the story about impossible in differential geometry, generally in mathematics.
In the first section, it is recalled how most of my and my colleagues’ scientific papers in this subject
In the second section, it is asked why the unique is unique and the impossible is impossible. After
that, it is given the common simple answer and the author’s simpler answer to the question WHY
IT IS IMPOSSIBLE. The author also answered why unique geometrical objects are unique.
In the third section, it is discussed what maybe is one of many senses of the previously studied
|Keywords:||geometric mapping | affine connection | invariant | application||Publisher:||Srpsko naučno matematičko društvo|
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