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Probability of a node i being retained is denoted by Pretain[i] = Pro[i is retained].
Assume m i > m j, node i is retained, if m j is the only mark lower than m i in C i and j is not retained.
Probability of a node i with the second lowest mark in C i being retained is denoted by P2_retain[i].
In MMHCP, a node x i with the second lowest mark in C i is retained because node x j with the lowest mark is not retained.
Ret_own i is retained ownership by public and private firms of issue i.5 Risk i is aftermarket risk of public entities and privately owned firms.
If the ball that centers at x i with radius h does not consist of any points with mark less than m i, the point x i is retained in the hard core point process.
That is, in the initial PPP, a node x i is retained under the following conditions: (1) x i has the lowest mark in its contention domain; (2) x i has the second lowest mark in its contention domain; and meanwhile, node x j has the lowest mark in the contention domain of x i, and x j is not retained.
Words for which F (T i ) ≥ F thres and C (T i ) ≥ C thres for any of the BLS thresholds T i are retained.
Not a problem: I was retaining everything.
I'm retaining the cup as evidence in anticipation of an appeal.
I later learned that I was retaining fluid, which impairs the function of the lungs, causing them to stiffen and compromising the transfer of oxygen into the blood.
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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