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This document discusses synchronization in distributed systems and various algorithms for achieving mutual exclusion. It covers centralized, distributed, and token ring algorithms for mutual exclusion. The centralized algorithm uses a coordinator but has a single point of failure. Distributed algorithms overcome this but require more messages. The token ring algorithm passes a token between processes but can lose the token if a process crashes. In comparing the algorithms, the document examines their message requirements, delay before entry, and potential problems.
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The document discusses various algorithms for achieving distributed mutual exclusion and process synchronization in distributed systems. It covers centralized, token ring, Ricart-Agrawala, Lamport, and decentralized algorithms. It also discusses election algorithms for selecting a coordinator process, including the Bully algorithm. The key techniques discussed are using logical clocks, message passing, and quorums to achieve mutual exclusion without a single point of failure.
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The document discusses various algorithms for distributed coordination and agreement between processes. It begins by introducing concepts like mutual exclusion, elections, and failure detection. It then summarizes several mutual exclusion algorithms like the centralized server algorithm, ring-based algorithm, and Ricart-Agrawala's multicast algorithm. It also covers the bully election algorithm. The document analyzes the performance and properties of these algorithms, discussing aspects like safety, liveness, bandwidth usage, and fault tolerance.
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A New Function-based Framework for Classification and Evaluation of Mutual Ex...CSCJournals
This paper presents a new function-based framework for mutual exclusion algorithms in distributed systems. In the traditional classification mutual exclusion algorithms were divided in to two groups: Token-based and Permission-based. Recently, some new algorithms are proposed in order to increase fault tolerance, minimize message complexity and decrease synchronization delay. Although the studies in this field up to now can compare and evaluate the algorithms, this paper takes a step further and proposes a new function-based framework as a brief introduction to the algorithms in the four groups as follows: Token-based, Permission-based, Hybrid and K-mutual exclusion. In addition, because of being dispersal and obscure performance criteria, introduces four parameters which can be used to compare various distributed mutual exclusion algorithms such as message complexity, synchronization delay, decision theory and nodes configuration. Hope the proposed framework provides a suitable context for technical and clear evaluation of existing and future methods.
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- DTNs were originally developed for interplanetary internet but can enable communication in terrestrial mobile, military, and sensor networks that have intermittent connectivity.
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This document summarizes key concepts from a lecture on threads. It defines processes and threads, explaining that threads exist within processes and allow for multithreaded execution. It covers thread fundamentals in Java, including creating threads by extending Thread or implementing Runnable, and methods like start(), sleep(), and yield(). The document also discusses synchronizing access to shared resources using monitors, and how wait-notify allows threads to pause and resume execution. Homework includes solving producer-consumer and philosophers problems using these threading concepts.
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The classic mutual exclusion problem in distributed systems occurs when only one process should access a
shared resource. Various algorithms are proposed in order to solve this problem. When using a permission
based approach which consist in exchanging permission messages to grant access to the critical resource,
less messages should be sent over the network because bandwidth consumption and synchronization delay
should be reduced. Richa, shikha and Pooja proposed an algorithm using nodes logically organized in a
complete binary tree. This algorithm called NTBCBT requires 4log2(N) messages per access to critical
section and a synchronization delay of 3log2(N) for a set of N nodes competing for the critical ressource. In
this paper, we study NTBCBT and we show that this algorithm has problems related with safety, liveness
and scheduling. We improve this algorithm by correcting these weaknesses. Moreover, our algorithm
requires 3log(N) messages per access to critical section and a synchronization delay of 2log(N). This
improvement is due to the removal of useless messages, a reorganization of instructions on each node and
an insertion of access requests using their timestamp.
The classic mutual exclusion problem in distributed systems occurs when only one process should access a
shared resource. Various algorithms are proposed in order to solve this problem. When using a permission
based approach which consist in exchanging permission messages to grant access to the critical resource,
less messages should be sent over the network because bandwidth consumption and synchronization delay
should be reduced. Richa, shikha and Pooja proposed an algorithm using nodes logically organized in a
complete binary tree. This algorithm called NTBCBT requires 4log2(N) messages per access to critical
section and a synchronization delay of 3log2(N) for a set of N nodes competing for the critical ressource. In
this paper, we study NTBCBT and we show that this algorithm has problems related with safety, liveness
and scheduling. We improve this algorithm by correcting these weaknesses. Moreover, our algorithm
requires 3log(N) messages per access to critical section and a synchronization delay of 2log(N). This
improvement is due to the removal of useless messages, a reorganization of instructions on each node and
an insertion of access requests using their timestamp.
This paper summarizes and improves upon the NTBCBT mutual exclusion algorithm. The NTBCBT algorithm has problems related to safety, liveness, and scheduling when nodes request access to a critical resource. The paper proposes an improved algorithm called PBCBT that addresses these weaknesses. PBCBT requires only 3log(N) messages per access to the critical section, compared to 4log(N) for NTBCBT. It also has an improved synchronization delay of 2log(N) messages compared to 3log(N) for NTBCBT. The improvements are achieved through removing unnecessary messages, reorganizing node instructions, and prioritizing requests based on timestamps.
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This document summarizes a research paper that proposes a new permission-based clustering mutual exclusion algorithm for mobile ad-hoc networks. The algorithm uses a cluster-based hierarchical approach where only cluster leaders are responsible for granting or denying permission to enter the critical section, thereby reducing message complexity. Nodes are partitioned into clusters, with the heaviest weighted node selected as the cluster leader. When a node wants to enter the critical section, it sends a request to its cluster leader. If the cluster leader has obtained over 50% of the total votes, it can grant permission. Otherwise, it requests votes from other cluster leaders until it reaches the majority. This clustering approach helps solve the mutual exclusion problem in mobile ad-hoc networks in an efficient
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The document summarizes research on scalable concurrency control in dynamic distributed systems using a multi-token approach. The approach proposes using a mesh overlay topology and random routing of tokens to control access to a shared resource among a large number of dynamic nodes. Experimental results showed the process converges quickly but with more tokens and worse performance than expected, requiring further tuning of the control loop dynamics.
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less messages should be sent over the network because bandwidth consumption and synchronization delay
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Mutual Exclusion in Distributed Memory Systems
1. Mutual Exclusion in
Distributed Memory Systems
CS4532 Concurrent Programming
Dilum Bandara
Dilum.Bandara@uom.lk
Some slides adapted from U Uthaiyashankar (WSO2) and Rajkumar Buyya’s
2. Exercise
Come up with a solution to enforce following
synchronization between 2 threads x & y
Thread x writes to a file f. Then only thread y should
read from f
Now suppose x & y are 2 processes on 2
different nodes (assume a shared file system)
Propose a suitable solution to achieve
synchronization
2
3. Mutual Exclusion Problems
Centralized algorithms for mutual exclusion
Semaphores, Monitors, Condition Variables
Mutual exclusion in distributed memory systems
No shared memory
Usually, no centralized instance similar to OS kernel
that would coordinate access
Based on asynchronous, usually failure-prone,
network infrastructure
Need a solution for distributed mutual exclusion,
based solely on message passing
3
5. Question from 2013 S7 Paper
There are monkeys living on 2 very high rocks. The
northern monkeys live on the northern rock that provides
water but no food. Conversely, the southern monkeys
live on the southern rock that provides food but no water.
However, both the northern and southern monkeys have
to eat and to drink!
There is a small rope between the 2 rocks. The rope can
carry up to MaxOnRope monkeys. Concurrent crossing
in both directions is not possible.
1. What type of a solution would you recommend for this
problem? Briefly explain. [3 marks]
2. Provide a pueudocode to solve the problem. [5 marks]
5
6. Mutual Exclusion Algorithms
6
Mutual Exclusion
algorithms
Centralized
Locks Semaphores Monitors
Distributed
Contention
Based
Voting schemes
Timestamp
priority based
Controlled
(Token based)
Central
server
Ring
Structure
Tree
Structure
8. 1. Centralized Algorithm
Central server that grants permission to enter
critical section
8
Source: http://lycog.com/distributed-systems/centralized-algorithm-mutual-exclusion-in-distributed-systems/
9. Central Server Algorithm
Mutual exclusion requirements
Safeness property – satisfied
Liveness property – satisfied
Ordering – not satisfied
Due to network delay
Other concerns
2 messages per request + 1 message to release
Resource can’t be accessed until at least for a round
trip time
Delay between 1 process leaving critical section &
another entering
Single point of failure 9
11. 2. Decentralized Algorithm (Cont.)
Use many replicas of resources & many
coordinators
To enter a critical section, a process sends a
request message to coordinators & awaits reply
Need majority vote from coordinators
If denied, back-off & retry later
Can lead to low utilization, particularly under high
contention
Avoids problem of single point of failure
11
12. 3. Token-Based Algorithm
Pass a token around
Whoever having token has exclusive access to
shared resource
Examples, token ring
12
Source: http://lycog.com/distributed-systems/token-ring-mutual-exclusion-in-distributed-systems/
13. Ring-Based Algorithm
Mutual exclusion requirements
Safeness property – satisfied
Liveness property – satisfied
Ordering – not satisfied
Follow ring order, not order requested by processes
Other concerns
Token passing
Worst case waiting time O(N)
N – no of processes in the ring
Delay between 1 process leaving critical section &
another entering is O(N)
13
14. 4. Distributed Algorithm
By Lamport in 1978, Improved by Ricart & Agrawala in 1981
14
Source: http://lycog.com/distributed-systems/distributed-algorithm-mutual-exclusion-distributed-systems/
15. Distributed Algorithm
Mutual exclusion requirements
Safeness property – satisfied
Liveness property – satisfied
Ordering – satisfied
Events are in total order
Other concerns
High overhead
Gaining entry requires 2(N-1) messages per request
N – 1 to multicast request followed by N – 1 replies
Resource can’t be accessed until at least for a round
trip time
Delay between 1 process leaving critical section &
another entering is 1 message 15
16. Distributed Algorithm (Cont.)
N points of failures
Before granting access each process needs to reply
If 1 process failed?
Probability of failure p vs. Np
N bottlenecks
Each process need to respond to messages from all
other processes
16
18. Contention vs. Token Based
Contention
Competition among
processes
May need to retry
repeatedly
No token
Voting improves fault
tolerance
What if no majority?
More complicated to
implement
Token
Avoid deadlocks
Avoid starvation by
efficient organization of
processes
Lost token?
How to create a new one?
How to create only 1
token?
18
Editor's Notes
Use send() & receive() discussed in MPI class
m – no of coordinators
k – no of attempts
Inf in token ring – as token may get passed without any one wanting it
If no majority – one of the processes can be asked to change its vote