Process Synchronization Two process Solution (Algo-2) Deadlock Concept, Flag concept.
Process Synchronization Two process Solution (Algo-2) Deadlock Concept , Flag concept.
Contents [hide]
- 1 Process Synchronization – Two Process Solution (Algo-2) | Deadlock & Flag Concept
- 2 Introduction to Process Synchronization
- 3 Two-Process Solution (Algorithm-2)
- 4 Algorithm-2 (Flag Concept Based Approach)
- 5 Assumptions:
- 6 Algorithm (Using Flags)
- 7 Explanation:
- 8 Deadlock Concept
- 9 Can Deadlock Occur in This Algorithm?
- 10 Avoiding Deadlock: Peterson’s Solution
- 11 Why is Peterson’s Solution Deadlock-Free?
- 12 Conclusion
- 13 Process Synchronization Two process Solution (Algo-2) Deadlock Concept, Flag concept.
- 14 Chapter 6: Synchronization
- 15
Background: Process Synchronization
- 16
Peterson’s Algorithm (Two-Process Solution – Algo 2)
- 17
Key Concepts
- 18
Deadlock in Algorithm 2?
- 19
Important Properties Satisfied:
- 20
Summary:
- 21 Process Synchronization Two process Solution (Algo-2) Deadlock Concept, Flag concept.
- 22 OPERATING SYSTEMS PROCESS SYNCHRONIZATION
- 23 Process Synchronization Race Condition: Critical Section …
Process Synchronization – Two Process Solution (Algo-2) | Deadlock & Flag Concept
Introduction to Process Synchronization
Process Synchronization is a mechanism to ensure that multiple processes can execute in a way that avoids inconsistencies and conflicts when accessing shared resources. One of the key challenges in synchronization is deadlock.
Two-Process Solution (Algorithm-2)
The Two-Process Solution for synchronization ensures mutual exclusion, progress, and bounded waiting. It typically uses flags and turn variables.
Algorithm-2 (Flag Concept Based Approach)
This method relies on two flags to indicate whether a process wants to enter the critical section.
Assumptions:
- There are two processes, P1 and P2.
- Each process sets its flag to indicate entry to the critical section.
- The process checks the other process’s flag before entering.
Algorithm (Using Flags)
Explanation:
- Each process sets its flag (
flag[i] = true
) before entering the Critical Section (CS). - It checks whether the other process’s flag is true. If yes, it waits.
- If the other process is not in the CS (
flag[j] = false
), it enters the CS. - After execution, the process resets its flag (
flag[i] = false
) and enters the Remainder Section.
Deadlock Concept
A deadlock occurs when two or more processes wait indefinitely for resources held by each other.
Can Deadlock Occur in This Algorithm?
Yes! This algorithm can lead to deadlock in the following situation:
- Both P1 and P2 set their flags at the same time (
flag[0] = true
,flag[1] = true
). - Both enter their respective while loops (
while (flag[1]);
andwhile (flag[0]);
). - Now, both are waiting for each other to release the flag, leading to a deadlock.
Avoiding Deadlock: Peterson’s Solution
Peterson’s Algorithm improves the Two-Process Solution by introducing a turn variable along with flags.
Why is Peterson’s Solution Deadlock-Free?
- If both processes want to enter, the turn variable ensures only one gets priority.
- This prevents both from waiting indefinitely on each other.
Conclusion
- Algorithm-2 (Flag Concept) can cause deadlock if both processes set their flags simultaneously.
- Peterson’s Algorithm eliminates deadlock using a turn variable.
- Process Synchronization is essential in operating systems, multi-threading, and concurrent computing.
Would you like more details on Deadlock Prevention & Avoidance?
Process Synchronization Two process Solution (Algo-2) Deadlock Concept, Flag concept.
Chapter 6: Synchronization
You’re referring to Process Synchronization in operating systems — specifically the two-process solution (Algorithm 2) and how it relates to deadlock and the use of flags.
Let’s break it down clearly and concisely.
Background: Process Synchronization
When two or more processes access shared resources (e.g., a shared variable), there’s a need to synchronize them to avoid race conditions. Mutual exclusion ensures only one process accesses the critical section at a time.
Peterson’s Algorithm (Two-Process Solution – Algo 2)
This is a classical solution for the mutual exclusion problem for two processes (P0
and P1
) using flag variables and a turn variable.
Idea:
Each process indicates its intention to enter the critical section using a flag and uses a turn
variable to decide who gets to proceed.
Code (in C-style pseudocode):
Key Concepts
-
Flag Concept:
Each process sets its flag totrue
to indicate a wish to enter the critical section. -
Turn Variable:
This gives priority to the other process. If both processes want to enter, the one that doesn’t have the turn waits.
Deadlock in Algorithm 2?
No, this algorithm does not result in deadlock.
Why?
Both processes cannot be stuck indefinitely because:
-
If
P0
andP1
both set their flags to true, then theturn
variable determines who gets to proceed. -
The other process spins in the while loop until the first one finishes and resets its flag.
This ensures:
-
Mutual Exclusion
-
No Deadlock
-
Progress
-
Bounded Waiting
Important Properties Satisfied:
Property | Satisfied? |
---|---|
Mutual Exclusion | |
Deadlock-Free | |
Starvation-Free | |
Busy Waiting |
Summary:
-
Two-process solution (Peterson’s Algo) uses
flag[2]
andturn
. -
Ensures mutual exclusion, no deadlock, and no starvation.
-
Deadlock is avoided because the
turn
mechanism prevents both processes from waiting forever.
Let me know if you want a diagram, trace table, or extension to N-process synchronization.