activity
20192022
most citedAngelic way for modular Lie algebras toward Kim's conjecture

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

cs.CC2022

P-class is a proper subclass of NP-class; and more

JongJin Kim, GwangJin Kim, JongPyo Lee +5

We may give rise to some questions related to the mathematical structures of -class and -class. We have seen that one is a proper subclass of the other. Here we disclose mor…

math.GM2021

A remark on extended Kim's conjecture and Hypo-Lie algebra

YangGon Kim, MoonOk Wang

We have already conjectured 2 important guesses regarding Hypo-Lie algebra and modular simple Lie algebra. We would like to attach 2 important guesses more to this conjecture. Such…

math.GM2021

Fermat's Last Theorem and its another Proof

YangGon Kim, SooGon Kim, BumSeok Jeon +2

We announce here that Fermat's Last theorem was solved, but there is an easy proof of it on the basis of elemetary undergraduate mathematics. We shall disclose such an easy proof.

math.RT2020★ 1 cited

Angelic way for modular Lie algebras toward Kim's conjecture

YangGon Kim

We consider modular Lie algebras over algebraically closed field of characteristic . This paper purports to prove the conjecture that classical modular Lie algebras,in pa…

math.GM2020

Conjectures on the representations of modular Lie algebras

YangGon Kim

We have already seen simple representations of modular Lie algebras of -type and -type. We shall further investigate simple representations of type, which turn out…

math.RT2019

Counter examples to the nonrestricted representation theory

YangGon Kim

We shall consider nonrestricted representations of type Lie algebra over an algebraically closed field of characteristic This paper gives some counter examples to…