Distributed Learning Master-Slave Architecture for Asynchronous Sub-Problem Solving
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Solution Overview
Problem
Multi-machine distributed learning systems face challenges in efficiently solving complex machine learning problems, such as non-convex optimization and Bayesian learning, due to limitations in network communication speed and error tolerance, particularly when dealing with malfunctioning nodes in master-slave architectures.
Innovation Solution
The system employs a master-slave architecture with parallel computing, allowing slave computers to work independently and asynchronously on sub-problems without mutex locks, utilizing stochastic gradient descent and quantum processors for faster and more precise solutions, and incorporating a submitter to manage information access and error tolerance by storing updates on a master computer.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Productivity
If master-slave architecture with parallel computing is used, then productivity is improved, but device complexity increases
Solution Approach 1:
The machine learning problem is divided into multiple sub-problems that are distributed across different slave computers. Each slave computer independently handles a portion of the computational workload, enabling parallel processing and significantly improving the overall speed of solving machine learning problems while maintaining manageable complexity through modular decomposition
Solution Approach 2:
The master computer acts as an intermediary that coordinates communication between slave computers, manages parameter distribution, and aggregates results. This intermediary structure enables complex parallel computations to be orchestrated systematically, improving productivity while containing device complexity through centralized coordination
2Manufacturing precision
If quantum processors are used, then manufacturing precision is improved, but device complexity increases
Solution Approach 1:
Quantum processors are selectively deployed only for specific sub-problems that benefit from quantum computational advantages, such as certain optimization tasks or linear algebra operations. Classical computers handle other portions of the workflow, creating a hybrid architecture that achieves high precision where needed while avoiding the complexity of full quantum system integration
3Productivity
If asynchronous independent computation is used, then productivity is improved, but reliability decreases
Solution Approach 1:
Slave computers continuously report their computational status and results to the master computer, which monitors progress and coordinates parameter updates. This feedback mechanism ensures that asynchronous computations remain synchronized with the overall problem-solving process, maintaining reliability while preserving the productivity benefits of parallel independent computation
Solution Approach 2:
The system is designed with error detection and correction capabilities built in advance. Checksum verification, redundant computations, and rollback mechanisms are implemented to cushion against potential computational errors, ensuring that asynchronous parallel processing maintains high reliability even when individual slave computers encounter issues
4Productivity
If network communication is reduced, then productivity is improved, but loss of information increases
Solution Approach 1:
Parameter information is pre-distributed to slave computers at the beginning of each computation phase, and slave computers perform multiple local computation iterations using this pre-received information before results are aggregated. This preliminary action reduces the frequency of network communication rounds while ensuring that sufficient information is available locally to complete substantial computational work, thereby improving productivity without significant information loss
Data Source
AI summary
A system comprises a network of computers comprising a master computer and slave computers. For a machine learning problem that is partitioned into a number of correlated sub-problems, each master computer is configured to store tasks associated with the machine learning problem, and each of the slave computers is assigned one of the correlated sub-problems. Each slave computer is configured to store variables or parameters or both associated with the assigned one of the correlated sub-problems; obtain information about one or more tasks stored by the master computer without causing conflict with other slave computers with regard to the information; perform computations to update the obtained information and the variables or parameters or both of the assigned sub-problem; send the updated information to the master computer to update the information stored at the master computer; and store the updated variables or parameters or both of the assigned sub-problem.


