Post canonical system
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Post canonical system
Summary
Post canonical system is a Semi-Thue system[1].
Key Facts
- Post canonical system is credited with the discovery of Emil Leon Post[2].
- Post canonical system's instance of is recorded as Semi-Thue system[3].
- Post canonical system's instance of is recorded as mathematical concept[4].
- Post canonical system's Freebase ID is recorded as /m/03cqh2t[5].
- Post canonical system's defining formula is recorded as {\overset{\begin{matrix}g_{10}&\${11}&g{11}&\${12}&g{12}&\dots &\${1m_1}&g{1m_1}\g_{20}&\${21}&g{21}&\${22}&g{22}&\dots &\${2m_2}&g{2m_2}\\vdots&\vdots &\vdots &\vdots &\vdots &\ddots&\vdots&\vdots\g_{k0}&\${k1}&g{k1}&\${k2}&g{k2}&\dots &\${km_k}&g{km_k}\\end{matrix}}{\underset {\begin{matrix}h_0&\$'_1&h_1&\$'_2&h_2&\dots &\$'_n&h_n\\end{matrix}}\downarrow}}[6].
- Post canonical system's maintained by WikiProject is recorded as WikiProject Mathematics[7].
- Post canonical system's Microsoft Academic ID is recorded as 79449165[8].
Body
Works and Contributions
Post canonical system is credited with the discovery of Emil Leon Post[2].