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1051 Integration The interaction of the middleware building blocks should be carefully tuned to achieve optimal performance Multicast data management components have often been designed, analyzed, and empirically evaluated in isolation Important exceptions include [58], which addresses the interaction of caching and scheduling, and [40], which focuses on wireless environments The integration of building blocks is still riddled with many additional open research issues First, the scheduling of the multicast push determines the frequency and order in which data items are broadcast, and so it affects the appropriateness of an indexing scheme Analogously, cache replacement strategies interact with consistency policies at the client side Another issue arises from the interaction of dynamic document selection with scheduling and indexing Another type of interaction exists between the middleware and the underlying transport.

constructive sale A transaction whereby a taxpayer is treated as having sold an appreciated nancial position for its current fair market value when the taxpayer enters into one or more offsetting positions that effectively eliminate substantially all risk of loss and opportunity for gain from the appreciated nancial position A short sale is treated as a constructive sale for tax purposes if the short seller holds an appreciated nancial position that is the same or substantially identical to the securities that are shorted contingent exchange ratio stock merger A merger deal in which the amount of stock paid by the acquirer to obtain a speci ed amount of stock of the target can vary depending on the acquirer s average stock price over a speci c period (the pricing period).

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For example, certain scheduling, indexing, and caching algorithms assume that the broadcast data is reliably delivered to all recipients in the order in which it is broadcast Packet drops can potentially cause performance degradation, even when open-loop reliability solutions are adopted Certain protocols, such as IP multicast, are intrinsically unreliable Furthermore, packet losses can occur as a side effect of congestion control algorithms: intermediate components, such as router in router-assisted congestion control [62] or intermediate hosts in end-to-end multicast and in multiple-group sender-controlled congestion control [38] deliberately drop packets to avoid overrunning the downlink Another issue arises when a layered multicast scheme is chosen (Section 1032) Certain scheduling and indexing algorithms are optimized for the case when all receiving clients obtain the multicast pages in the same order.

contingent payment rights A contingent right of a holder to receive a cash payment from a corporation if the market price of the corporation stock is above a speci ed price on a speci ed date contract market A board of trade designated by the Commodity Futures Trading Commission as permitted to effect a commodities transaction conversion factor A multiplier applied to a bond in a deliverable basket to equate the bond s price to the price it would trade at were it to yield the same as the notional value of a government bond futures contract; used to homogenize the bonds in a deliverable basket conversion feature (conversion option) The feature that allows the holder of a convertible security to redeem it for stock of the issuer, the debt of a party related to the issuer, or the stock of an entity other than the issuer.

However, layering can change the order in which clients receive the multicast pages depending on how many layers have been subscribed to by clients For example, a client that has subscribed several layers receives broadcast pages in a shuf ed sequence as compared to a client that subscribed to one multicast layer [16]..

conversion ratio The number of shares for which a convertible security can be redeemed..

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2.29 2.95 4.57

where m (dt) stands for the m-dimensional geometric measure on S m . Equation (12.7) follows easily from the fact that for each t S m , the random variables Y1 (t), . . . , Ym (t) are i.i.d. standard normal. Since E(Yi2 (t)) = 1 for all t S m , on differentiating under the expectation sign, we see that for each t S m , Y (t) and Y (t) are independent, and the condition can be erased in the conditional expectation on the right-hand side of (12.7). Since the law of Y (t) is invariant under the orthogonal group of Rm+1 , it suf ces to compute the integrand at one point of the sphere. Denote the canonical basis of Rm+1 by {e0 , e1 , . . . , em }. Then E N Y (S m ) = m (S m ) 1 E | det(Y (e0 ))| (2 )m/2

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