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IEEE layout & try out of pcs deals unique works describing instruments, thoughts, recommendations, and structures used to layout and try out digital product and supportive software program. The journal specializes in present and near-future perform, and contains tutorials, how-to-articles, and real-world case reviews.

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Extra info for [Magazine] IEEE Design & Test of Computers. 2007. March-April

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Correctness of the untimed TL DUV implementation. We evaluate the quality of the defined assertions by 2. To check the correctness of the RTL DUV communication protocol, we reuse RTL asserusing the assertion coverage metric presented later. tions defined to check the correctness of the This metric lets us identify DUV areas not covered by RTL bus implementation, which will be conthe assertions, thus accurately guiding assertion nected to the RTL DUV. definition. Reaching 100% assertion coverage at the TL is quite easy.

Given a formula W, conjectured to be an invariant of a concrete system C, Discover iteratively generates the set of state and input predicates S and I as follows: Initially, S :5 {W} and I : ~ 6 0. At any iteration, we & & & & pick a predicate a M S, prime the concrete state variables in a to obtain a9, apply Rewrt to a9 to obtain reduced term a9*, and use chop on a9* to augment sets S and I. March–April 2007 A BEMaGS F We iterate until no new predicates are added to S. We then define our abstract system AC over set Vs 7 {va : a MS} of Boolean state variables and Vi 7 {vb : b M I} of input variables.

The controller can request a client to invalidate, or flush, a cache line; if the line was exclusive, its contents are copied to memory. IEEE Design & Test of Computers Previous Page | Contents | Zoom in | Zoom out | Front Cover | Search Issue | Next Page A BEMaGS F Previous Page | Contents | Zoom in | Zoom out | Front Cover | Search Issue | Next Page A BEMaGS F We call our model of the system esi. Figure 1 shows the definition of the transition relation of esi. The system has four state components—valid, excl, cache, and mem—which we model with the following set and record operations: For cache line c, valid(c) is a set of processes with access to c, excl(c) is the set of processes with exclusive access, mem(c) is a record that maps the addresses in c to the data in memory, and cache(p, c) returns the contents of cache line c in the cache of process p.

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