Contact Network Definition (Q3817): Difference between revisions

Revision as of 09:40, 18 September 2024

definition of contact network for regions m and n

Language	Label	Description	Also known as
English	Contact Network Definition	definition of contact network for regions m and n

0 references

G_{m,n}\equiv {\begin{cases}{\frac {W_{m,n}}{P_{m}}}+{\frac {W_{n,m}}{P_{n}}}\quad &{\text{for}}\quad m\neq n\\{\frac {W_{m,m}}{P_{m}}}\quad &{\text{for}}\quad m=n\end{cases}}

0 references

Revision as of 09:39, 18 September 2024 MReidelbach (talk \| contribs) 352 edits ‎Created claim: instance of (P3): mathematical formulation (Q3789) ← Older edit	Revision as of 09:40, 18 September 2024 MReidelbach (talk \| contribs) 352 edits ‎Created claim: defining formula (P29): G_{m,n} \equiv \begin{cases} \frac{W_{m,n}}{P_m} + \frac{W_{n,m}}{P_n} \quad &\text{for} \quad m \neq n \\ \frac{W_{m,m}}{P_m} \quad &\text{for} \quad m = n \end{cases} Newer edit →
	Property / defining formula
		$G_{m,n}\equiv {\begin{cases}{\frac {W_{m,n}}{P_{m}}}+{\frac {W_{n,m}}{P_{n}}}\quad &{\text{for}}\quad m\neq n\\{\frac {W_{m,m}}{P_{m}}}\quad &{\text{for}}\quad m=n\end{cases}}$ `G_{m,n} \equiv \begin{cases} \frac{W_{m,n}}{P_m} + \frac{W_{n,m}}{P_n} \quad &\text{for} \quad m \neq n \\ \frac{W_{m,m}}{P_m} \quad &\text{for} \quad m = n \end{cases}`
	Property / defining formula: $G_{m,n}\equiv {\begin{cases}{\frac {W_{m,n}}{P_{m}}}+{\frac {W_{n,m}}{P_{n}}}\quad &{\text{for}}\quad m\neq n\\{\frac {W_{m,m}}{P_{m}}}\quad &{\text{for}}\quad m=n\end{cases}}$ / rank
		Normal rank