In this paper, we propose a learning rate selection scheme without inner loops for search range optimization in stochastic gradient descent algorithms. Searching algorithms based on conventional nonlinear optimization techniques require an inner loop to find optimal learning rates. As the inner loops require additional computation, conventional nonlinear techniques for selection of learning rates are not suitable for learning huge-scale data set. If we disassemble the inner loops and the learning processes select optimal learning rates at each epoch or iteration, conventional nonlinear optimization techniques can be applied to machine learning. Moreover, in the procedure of learning rate selection unified to the learning process, we provide a fast selection scheme for learning rate employing estimation of the initial value in an attempt to minimize the needless additional computation. The proposed algorithm performed better in learning speed and classification compared to conventional learning schemes in numerical experiments.
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J. Kim et. al, "Trends in Lightweight Kernel for Many core Based High-Performance Computing", Electronics and Telecommunications Trends. Vol. 32, No. 4, 2017, KOGL Type 4: Source Indication + Commercial Use Prohibition + Change Prohibition
J. Sim et.al, “the Fourth Industrial Revolution and ICT – IDX Strategy for leading the Fourth Industrial Revolution”, ETRI Insight, 2017, KOGL Type 4: Source Indication + Commercial Use Prohibition + Change Prohibition
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