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The probability of sharing at least one key between two nodes increases when k increases give a xed P, and decreases when P increases given a xed k The adoption of the basic probabilistic key predistribution then involves determining the values of k and P for the network size and memory constraints on sensor nodes A limitation of the basic probabilistic key predistribution scheme is that an attacker may learn the pairwise keys shared between noncompromised nodes when the attacker compromises a number of nodes This is because all the sensor nodes draw their keys from a common key pool, and by learning the keys from compromised nodes, the attacker will be able to get keys used by the noncompromised nodes Chan et al [4] developed a q-composite key predistribution scheme by extending the basic probabilistic key predistribution scheme, aiming at addressing the problem just discussed.

Ten milliseconds is the time duration of 1 bit at a data rate of 100 bps; thus the receiver in this case must delay its clock by 10 ms to be in step with its incoming signal Temperature and other variations in the medium may also affect this delay, as well as variations in the transmitter master clock There are basically three methods of overcoming these problems One is to provide a separate synchronizing circuit to slave the receiver to the transmitter s master clock However, this wastes bandwidth by expending a voice channel or subcarrier just for timing A second method, which was quite widely used until twenty years ago, was to add a special synchronizing pulse for groupings of information pulses, usually for each character This method was similar to start stop synchronization, and lost its appeal largely because of the wasted information capacity for synchronizing.

The q-composite key predistribution also uses a key pool; however, it also requires two nodes to compute a pairwise key from at least q predistributed keys that they share As a result, an attacker has to learn at least q keys shared between two noncompromised nodes in order to recover the pairwise key they use Chan et al s analysis indicates that the q-composite scheme offers stronger resilience.

To display the Property inspector: