Difference between revisions of "CoE165 2024 Assignment 05"
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=== Part 1: Composition of State Machines === | === Part 1: Composition of State Machines === | ||
* Problem from our textbook (Exercise 3, page 132). Provide a short narrative describing your solution. | * Problem from our textbook (Exercise 3, page 132). Provide a short narrative describing your solution. | ||
− | * Consider the following synchronous composition of two state machines A and B: | + | * Consider the following synchronous composition of two state machines <math>A</math> and <math>B</math>: |
[[File:Screenshot 2024-12-09 at 10.34.24 PM.png|none|800px]] | [[File:Screenshot 2024-12-09 at 10.34.24 PM.png|none|800px]] | ||
− | * Construct a single state machine C representing the composition. Which states of the composition are unreachable? | + | * Construct a single state machine <math>C</math> representing the composition. Which states of the composition are unreachable? |
=== Part 2: Synchronous Feedback Composition === | === Part 2: Synchronous Feedback Composition === |
Revision as of 22:38, 9 December 2024
Contents
CoE165 Assignment 5
Part 1: Composition of State Machines
- Problem from our textbook (Exercise 3, page 132). Provide a short narrative describing your solution.
- Consider the following synchronous composition of two state machines and :
- Construct a single state machine representing the composition. Which states of the composition are unreachable?
Part 2: Synchronous Feedback Composition
- Problem from our textbook (Exercise 2, page 172). Provide a short narrative describing your solution.
- Consider the following state machine in a synchronous feedback composition:
- Is it well-formed? Is it constructive?
- If it is well-formed and constructive, then find the output symbols for the first 10 reactions. If not, explain where the problem is.
- Show the composition machine, assuming that the composition has no input and that the only output is .
Part 3: Synchronous Feedback Composition
- Problem from our textbook (Exercise 4, page 173). Provide a short narrative describing your solution.
- For the following synchronous model, determine whether it is well formed and constructive, and if so, determine the possible sequences of values of the signals and . Note that machine is nondeterministic.
Submission
- Do not forget to add your name and student number at the top of the page.
- Deadline:
- Tuesday, December 17, 5pm.
- Late submissions are not allowed, and will get a score of zero.
- Submit your PDF file here:
- Link to be updated soon.