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Explain Wait for graph (WFG) with Resource request and allocation graph (RRAG).
WFG with RRAG:
A graph G = (V,E) is termed as bipartite if V can be decomposed in two disjoint sets V1 and V2 therefore every edge in E joins a vertex in V1 to a vertex in V2. Assume that V1 be a set of processes and also V2 be a set of resources. Thus the graph is directed we will seems as:
1. Utilize a resource allocation graph to derive a wait-for-graph.
2. Wait-for graph acquired by making an edge from p1 to p2 if p1 is waiting for a resource which is allocated to p2.
3. Deadlock exists if a cycle exists into resulting wait-for-graph.
If for a short period of time circuits goes to some dissimilar logic level then it is assumed to have then it is known as static hazard e.g. If the final logic value of output of a
n=(x*2)/(1=0) the value x=0 and is used to stop the algerithin.The calculation is repeated using values of x=0 is input. There is only a need to check for error positions. The va
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