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The RGWH, originally designed for cellular positioning [Che99a, Che99b], is another version of the LS algorithm, which calculates all possible solutions for positioning, in our case all possible 3RF combinations and the 4RF solution The nal estimate of the location is made by weighted averaging of all the estimates The weighting factor is the inverse of the residual error Thus less reliable positioning with higher residual error is counted with less emphasis Using a random-number generator, a uniformly distributed location in the room is selected Using the distance measurement errors model provided in Example 132, the estimated distances from the four RPs when a TOA system is used are determined These distances are then used by LS or RGWH algorithms to determine the estimated location of the terminal in the area The difference between the estimated location and the actual randomly selected location is used as the positioning error.





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By repeating this experiment, the statistics of the positioning error associated.

Suppose that the j th person wants to construct a ring signature on the message M In this case, he knows all the public keys: (n1 , e1 ), (n2 , e2 ), , (nr , er ), but he only knows his own private key: (pj , qj , dj ) The signing process works as follows He rst picks values si at random for 1 i r, i = j For each such si , he sets mi = siei mod ni Next, he computes T = m1 mj 1 mj +1 mr , and he sets mj = T M He next d uses his signing exponent dj to sign mj by computing sj = mj j mod n The ring signature on M consists of s1 , , sr To check the validity of the signature, the veri er checks that M = mi .

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CRYOGENIC MICROCALORIMETERS This is achieved in two different ways, reducing the size of the detector and/or reducing its working temperature. Typical working temperatures in the range of tens of mK and volumes of the order of 10 3 mm3 are used for best energy resolution. The temperature variations to be detected may be of the order of K, so good sensors are also necessary to detect them. Although these are stringent requirements, several groups working in the eld have obtained impressive results. Requirements for a good microcalorimeter are an absorber with small heat capacity able to convert the energy of the incident radiation into phonons and/or electrons in thermal equilibrium quickly and with high ef ciency, and a sensor with low heat capacity and high sensitivity to temperature variations. We discuss these characteristics, together with the performance of cryogenic microcalorimeters in the following.

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The fault resistance is multiplied by a factor 3 because of the transformation of the three-phase diagram into a single-phase diagram. The demonstration is identical to that of the neutral earthing zero-sequence impedance (see Figure 4-11). This therefore gives a very high phase-earth current, close to the three-phase short-circuit current, especially if the fault resistance is low:

Vt.= CTOT Vt"

mr , where mi = siei mod n for 1 i r The veri er cannot determine which signing key the signer used, and so his identity is hidden However, one can show that only someone with knowledge of one of signing exponents di could have signed (assuming that the RSA signature scheme is secure) Such a proof is beyond our scope Ring signatures have two noteworthy properties: 1 The veri er must know the public veri cation keys of each ring member 2 Once the signature is issued, it is impossible for anyone, no matter how powerful, to determine the original signer; that is there is no anonymity escrow capability Another related property is that a ring signature requires the signer to specify the ring members, and hence the number of bits he transmits may be linear in the ring size.

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