M
Maruyama Masanori
Researcher at Hitachi
Publications - 22
Citations - 124
Maruyama Masanori is an academic researcher from Hitachi. The author has contributed to research in topics: Quantization (signal processing) & Signal. The author has an hindex of 6, co-authored 22 publications receiving 124 citations.
Papers
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Patent
Frame skip encoding apparatus for moving images
TL;DR: In this article, an orthogonally transformed transformation signal is quantized into a linear or nonlinear discrete level on the basis of a step width of quantization from a step size controller 600 in a quantizer.
Patent
Motion vector detecting apparatus for video telephone/teleconference systems
TL;DR: In this paper, a motion vector detection apparatus for detecting motion vectors based on a current frame data and the preceding frame data is presented, where a control circuit selects the input cache memories into which pixel data are to be written, and the output cache memories, from which the pixel data is to be read out, from the first and second cache memories.
Patent
Image signal encoding apparatus and method for controlling quantization step size in accordance with frame skip numbers
TL;DR: In this paper, the step size control of the quantization step size is defined as the ratio of the correction buffer amount to the buffer size of the previous step size, where the buffer amount indicates an excess in the transmission buffer from the skip number and a previously supplied transmission speed.
Proceedings ArticleDOI
VLSI architecture and implementation of a multifunction, forward/inverse discrete cosine transform processor
Maruyama Masanori,Hiroo Uwabu,I. Iwasaki,Hiroshi Fujiwara,Toshifumi Sakaguchi,Ming-Ting Sun,Ming Lei Liou +6 more
TL;DR: A new implementation of an experimental prototype multi-function DCT/IDCT (Inverse DCT) chip is reported, based on a distributed arithmetic architecture that achieves high accuracy exceeding the stringent requirements of a proposed CCITF standard.
Patent
Moving vector detector
TL;DR: In this paper, the relation between the number P and the expansion ratio Q is set to equation I, in the case Q>2 exists, and the same arithmetic sections are used to expand the retrieval range of a moving vector.