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Intuitively, (S_i^t) expresses the degree of fun of (or the degree of attention to) the contents of the article that i is going to post and the associated comments after that.
where (A_{i}^{text {CV}}) is the total number of cover sets of s i, B is the maximum battery capacity of a sensor, and (B_{i}^{text {res}}) is the remaining energy of s i. (A_{i}^{text {CV}}) means that when s i is going to exhaust its energy, its sensing range can be covered by (A_{i}^{text {CV}}) sets of sensors.
"The communication between he and I is going to be wonderful," Soriano said.
On the contrary, the smaller (B_{i}^{text {res}}) is, the more possibility s i is going to exhaust its energy soon.
In this system, the first susceptible population in class S is going to be infected, then infected population in class I is going to be susceptible again.
For (forall iin A), the parameter (S_i^t) ((0le S_i^tle 1)) is defined randomly or with a certain method in the t-th round (t is a positive integer) when i is going to post an article.
Similar(52)
I'm going uptown".
I'm going back".
I am going home.
I'm going fishing".
I'm going now".
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com