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typical node i vs typical node i in

The correct phrase is "typical node i." The addition of "in" at the end of the phrase is unnecessary and incorrect. The phrase is commonly used in technical contexts to refer to a standard or representative node in a system.

Last updated: March 19, 2024 • 661 views

typical node i

This phrase is correct and commonly used in technical contexts.

This phrase is used to refer to a standard or representative node in a system.

Examples:

  • The algorithm selects a typical node i for further analysis.
  • In the network, a typical node i communicates with its neighbors.
  • The performance of the system is evaluated based on a typical node i.
  • Consider a typical node i in the network topology.
  • The behavior of a typical node i affects the overall network performance.
  • ... 0.8 1 0 X Figure 3 Solution to Burgers' equation Figure 4 Typical node, i and its connecting nodes residuals, and hence new nodal positions, are determined.
  • 4. s[j]. These local copies are updated periodically, and used in evaluating the guards. More speci cally, the program for a typical node i has the following format :.
  • To prove E7 holds with probability 1 − 1/n, we first recall that, for a typical node i, wi ≥ m ζ√in . This implies, similarly to the first part of the proof, that. E(deg(i)) ≥.
  • Consider a typical node i with heat transfer to a number of other nodes j, j + 1, j + 2, etc. Designate thermal capacitance by C», heat sources by Si, conductors by ...

typical node i in

This phrase is incorrect as the addition of "in" at the end is unnecessary and disrupts the correct usage of the phrase.

  • a node during a response characterized as type A. Now, ~(O,T) = -d. ~ and ~i (O, T) = -g at the typical node “i” in Figure 2. Thus, equations (22) and (23) may be ...
  • Nov 22, 2013 ... The vertical equilibrium of a typical node i in a thrust network (Figure 2a) is given by Equation 1: FV,ji + FV,ki + FV,li = Pi. (1) in which FV,ji are ...
  • typical node i in the x- and y-directions, respectively, il′ and il′′ are the limits of the area surrounding the node i in the x-direction, id′ and id′′ are the ...
  • The nodes left over at level k − 2 = 2, like the typical node i in Fig. 3, have one edge connected to node NT′. 3. [1,k − 1] = NT′. 3. [1,3]. For the remaining edges ...

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