Problem: For the task dependency graph, decompose it into three balanced processes with least interactions among them. Point out the total number of inter-processes links with your partition. 7 6 5 3 9 8 10 11
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For the task dependency graph, decompose it into three balanced processes with least interactions among them. Point out the total number of inter-processes links with your partition.
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- Please provide the correct answer for this question that is incorrect, explain why my answer is wrong and what I can do differently next time so that I can do better next time.Consider a database system that utilizes snapshot isolation, such as one for an airline. For instance, the airline could agree to a nonserializable execution in order to get better long-term outcomes.Implement the 16 constraints in a database schema
- Given the following UML diagram: Student - studentID: String + getStudentID(): String + toString(): String Person - lastName: String - firstName: String - dateOfBirth: Date - address: Address + getName(): String + getDOB(): Date + getAddress(): Address + toString(): String Professor - employeeID: String +getEmployelD(): String +toString(): String Write an implementation for the class Professor. DO NOT include or implement any constructor for this class. There are no abstract methods/classes in this example. toString method will return any simple String that contains firstName and employeelD only; no less, no more!! Assume firstName was defined as protected in class Person. You are not allowed to add implementation for any class or methods other than what is listed in the question statement.Based on below drawing of use case diagram (cashier supermarket), Create Sequence Diagram (drawing+explanation) using combined fragment : Branches and Loops alt (Alternative interaction) vs opt (Optional interaction) loop (Repeated interaction) vs break (Exception interaction) 2. Concurrency and Order seq (Weak order) vs par (Concurrent interaction) strict (Strict order) vs critical (Atomic interaction) 3. Filter and Assertions ignore (Irrelevant interaction) vs consider (Relevant interaction) assert (Asserted interaction) vs neg (Invalid interaction)Earliest Deadline First* (star) : In Given are seven tasks A,B,C,D,E, F,G with following precedence constraints described by the graph. All tasks arrive at time to = 0, have a common deadline d = 20 and the following execution times: CDEFG 2 5 1 A B C; 3 2 4 3 i. Modify the release times and deadlines so that EDF* can be used for its scheduling. ii. Assume the additional precedence constraint E > A. Is there still a feasible schedule for the above task set? Justify your answer.