1 | Page Remark on Self-Dual Yang-Mills theory, Soliton Cellular Automata, and Soliton Tunneling Victor Christianto* 1 , Florentin Smarandache 2 , Yunita Umniyati 3 , Daniel Chandra 4 1 Malang Institute of Agriculture (IPM), Malang, Indonesia. Founder of www.ketindo.com *Email: victorchristianto@gmail.com. URL: http://researchgate.net/profile/Victor_Christianto 2 Dept. Mathematics and Sciences, University of New Mexico, Gallup – USA. Email: florentin.smarandache@laposte.net 3 Head of Physics Lab, Dept. Mechatronics, Swiss-German University, Tangerang - Indonesia. Email: yunita.umniyati@sgu.ac.id 2 Dept. Mathematics, FMIPA, University of Malang (UM) – Indonesia. Email: danielchandra2015@gmail.com ABSTRACT The present paper is a follow up of our previous title: “An outline of cellular automaton universe via cosmological KdV equation,” as published last year in Prespacetime 2018 , as well as our response to a new paper by S. Yu. Eremenko [14]. Besides, this paper was inspired by (a) Feynman’s checkerboard solution to 1+1 dimensional Dirac equation, and (b) recent work of Prof. Gerard ‘t Hooft on possible reformulation of QM into classical cellular automata language. In fact, after one of us (VC) communicated our cited paper to him, he gave a short remark: “Much more understanding of the fundamental particles is needed before one can try to imagine the CA rule(s) for our universe.” Therefore, now we hope to formulate our ideas on cellular automaton model in microworld context. While these approaches (soliton cellular automata etc.) may have been known for long time in other fields of physics, their roles in understanding plausible soliton tunneling in LENR have not been discussed quite often. It is our hope, that these new approaches will find their ways to experimental vindications. Keywords: Self-Dual Yang-Mills theory, Modified KdV equation, Soliton Cellular Automata, soliton tunneling, LENR, CMNS Introduction There are many literatures which discuss that Self-Dual Yang Mills (SDYM) theory reduces to Korteweg- deVries equation [4], but recently Shehata and Alzaidy have proved that SDYM reduces to modified KdV equation [2]. In a similar tone, one of these authors (VC) has obtained exact numerical solution of mKdV equation [3]. Now, in this paper we will give an outline from Self-Dual Yang Mills (SDYM) theory reduces to modified Korteweg- deVries equation, and from m-KdV to soliton cellular automata. The main purpose of this paper is to describe new possibility to describe hadron