The existing Euclidean distance–based LL addition strategy (i.e., Kleinberg’s model) does not consider mobile nodes while creating an LL. Develop a Euclidean distance–based LL addition algorithm to accommodate mobile mesh nodes for an SWWMN.
What will be an ideal response?
This is a challenge problem. One possible approach may be as follows: Assume that LLs
in a mobile network can be created with directional antennas. Also assume that all static
nodes have beam steering capability to point a directional beamformer toward a mobile node in the network. The static node, on the other hand, calculates Euclidean distances of in-
range mobile nodes and checks whether to create a new link with a certain in-range mobile
node. However, the newly rewired link will not be valid for long time as the mobile node may
move to a distant location. Therefore, the new algorithm should also periodically checks the
connectivity status of mobile nodes. Note that we have assumed here that each LL should
have a maximum range, due to its power limitation, to create a rewired link in the network.
Hence, applying Kleinberg’s model in mobile environment has some limitations.
You might also like to view...
Try sprinkling in some specific values into your sounds.
``` public void set200ValuesToAmount ( int amount ) { SoundSample [ ] sampleArray = this . getSamples ( ) ; int start = sampleArray . length /2 - 100; int end = s t a r t + 200; SoundSample sample = null ; // loop through some samples for ( int i = start ; i < end ; i++) { sample = sampleArray [ i ] ; sample . setValue ( amount ) ; } } ```
For security reasons, you should be extremely wary of opening e-mail ________ such as an Excel file
Fill in the blank(s) with correct word
A Text pane is associated with a:
A) SmartArt graphic. B) table. C) Clip Art image. D) chart.
What security encryption protocol requires regular re-establishment of a connection and can be used with any type of TCP/IP transmission?
a. L2TP b. TLS c. IPsec d. SSL