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We have so far considered the case whereby the anchors are assumed to be valid, but it is possible for an adversary to compromise the anchors, thereby resulting in the beacons carrying false information Note that replay protection mechanisms will be of no use in this case It is also possible for an adversary to replay the beacon signals intercepted in other locations This latter attack has been considered in the form of wormhole attacks earlier Thus, this results in an incorrect estimation of their location by the system nodes An approach to detecting and removing compromised anchor nodes is given in [169] The basic idea here is to take advantage of the fact that the locations of the anchors are known These known locations are then used to check violations of any constraints that these locations and measurements derived from the corresponding beacon signals must satisfy A beacon signal that violates any constraints is then marked as malicious As earlier, the system consists of both anchors and system nodes, but anchor nodes in this proposal perform two functions The rst function, as earlier, is to transmit beacon signals that will be used by the system nodes to infer their location The second function is to determine the veracity of the information transmitted in the beacons by other anchor nodes An anchor node that wishes to determine the genuineness of the information propagated by another anchor node (called the target) sends a request message to the latter The target then responds back with a beacon signal that includes the location of the target The rst anchor can then use the property of the beacon signal such as time of ight to estimate the distance between the two In addition, since the rst anchor also knows its own location, it can also calculate the distance between itself and the target The rst anchor then compares the estimated distance and the calculated distance and concludes that the target is malicious if the difference between these two quantities is larger than a threshold A problem arises if the target can infer that it is being queried by another anchor node for the purpose of verifying the target s information In such a case a malicious target might transmit the correct information in a normal beacon signal to the rst anchor To prevent this, the authors propose that every anchor use an identity which corresponds to a system node when performing the second function Of course, in this case it is possible.

As these are a series of experiments, there is no real fax being sent to the outlet If there was, however, it would be done from the deliverOrder () method of the OrderServicesSL bean It would be logical to change the hash table and then call another method that will be the actual JMS message producer The first change in deliverOrder () is adding the code that places the Customer object, the outlet number and the orderMaster () object in the hash table:

//c07 Hashtable messageContent = new Hashtable(); //c07 messageContentput("customer", findCustomer(orderMaster)); messageContentput("outletNumber", new Long(outletNum)); messageContentput("orderMaster", orderMaster); Vector orderDetailsVector = null;

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Correct modeling of noisy time functions is more difficult than noisy-parameter generation Normally, the pseudorandom noise function ran() cannot be used directly in differential-equation systems, because ran() necessarily changes in discrete steps and would compromise numerical integration (Section 2-3) Noise must be derived from periodic samples to produce predictable noise power spectra Therefore, in properly written DYNAMIC program segments that include differential equations, ran() normally appears only in sampled-data assignments

The order details will be stored in a vector This is done within the while loop that handles the order detail inventory update with the following statements:

explicit self-synchronization is required This implies that sender and receiver must be synchronized during transmission, which may increase the overhead associated with this scheme We next consider the CTR mode of operation, shown in Figure 210 This mode encrypts a counter value and the output of the encryption is then chained to the plaintext Further, the counter value is changed for every plaintext block Thus, the counter value is never reused Typically, this mode is used to ensure high-speed network encryptions This is because the key stream can be generated in advance and encryptions or decryptions done in parallel In addition, this mode also allows random access to encrypted data blocks Thus, decryption can start at any point rather than being forced to start at the beginning (assuming the value of the counter is known for the speci c block of interest) In terms of error recovery, this mode has the property that, if a ciphertext block is garbled, then only the corresponding plaintext is garbled When using this mode, it is important to ensure that the counter values are not reused assuming that the key does not change Otherwise, the attacker can obtain extra information by using the XOR of two ciphertext blocks By doing so, the attacker will obtain the value corresponding to the XOR of the matching plaintext blocks

//c07 if (orderDetailsVector == null) { orderDetailsVector = new Vector(); }

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