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In software engineering, a sequence diagram [1] shows process interactions arranged in time sequence. This diagram depicts the processes and objects involved and the sequence of messages exchanged as needed to carry out the functionality. Sequence diagrams are typically associated with use case realizations in the 4+1 architectural view model ...
An actual encoded sequence can be represented as a path on this graph. One valid path is shown in red as an example. This diagram gives us an idea about decoding: if a received sequence doesn't fit this graph, then it was received with errors, and we must choose the nearest correct (fitting the graph) sequence. The real decoding algorithms ...
A message sequence chart (or MSC) is an interaction diagram from the SDL family standardized by the International Telecommunication Union. The purpose of recommending MSC (Message Sequence Chart) is to provide a trace language for the specification and description of the communication behaviour of system components and their environment by ...
The UML sequence diagram shows the run-time interactions: In this example, the Sender object calls handleRequest() on the receiver1 object (of type Handler). The receiver1 forwards the request to receiver2 , which in turn forwards the request to receiver3 , which handles (performs) the request.
The most-common visualization of the Recamán's sequence is simply plotting its values, such as the figure at right. On January 14, 2018, the Numberphile YouTube channel published a video titled The Slightly Spooky Recamán Sequence , [ 3 ] showing a visualization using alternating semi-circles, as it is shown in the figure at top of this page.
S. Sankey diagram; Schematic; Schreinemaker's analysis; Seating plan; Sentence diagram; Shear and moment diagram; Shit flow diagram; Single-line diagram; Skew-T log-P diagram
The transition sequence is easy to interpret in the simple case of both the main source and the main target nesting at the same level. For example, transition T1 shown in Figure 7 causes the evaluation of the guard g(); followed by the sequence of actions: a(); b(); t(); c(); d(); and e(); assuming that the guard g() evaluates to TRUE.
where append(n,s,x) computes, whenever s encodes a sequence of length n, a new sequence t of length n + 1 such that t[n] = x and t[i] = s[i] for all i < n. This is a primitive recursive function, under the assumption of an appropriate Gödel numbering; h is assumed primitive recursive to begin with. Thus the recursion relation can be written as ...