Network functions for pricing and managing Sample Clauses

Network functions for pricing and managing. SLAs The network posts the value of parameter t and a family of pricing curves fH (m) parameterized by H. The time parameter t, as we discuss in Section 3.3, can be used to simplify the selection of optimal token bucket parameters, i.e., parameters that minimize a user's charge. The pricing curves are given by fH (m) = p (x; m), where p is the price per unit of e ective bandwidth and (x; m) is given by (2) for particular values of H; s; t. If the user selects a contract x = fh; ( ; )g, then he will be charged according to the curve fH (m) with H = minfh; + =tg, and his charge for a time period of duration T will be fH (V =T )T , where V is the volume transferred in that period. There is an alternative charging scheme through which users provide the network provider with an estimate of their mean rate, which the provider can use to perform more e ective admission control [12]. According to the assume that the network posts pricing curves fH and not a set of tari pairs from which users select the pair accord- ing to which they will be charged. We note, nevertheless, that the two approaches correspond to a trade-o between simplicity of the charge computation and simplicity of the tari negotiation. Setting prices P The network sets the price p to re ect the demand for e ec- tive bandwidth. Since p corresponds to the shadow price of constraint (1), a direct approach is to measure the sum i i (for simplicity we use i to denote (xi; mi)) and decrease the price p if the sum is smaller than the e ective capacity K or increase the price p if the sum is larger than K. A practical alternative would be to directly measure the o ered performance Qm, and compare it with the tar- get value Qt. If Qm < Qt then the price p is decreased, whereas if Qm > Qt then the price p is increased. We note that the above price adjustment occurs in very long time scales (months/years), hence prices are xed for the whole duration of the service level agreement.
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