By Masayuki Matsui

ISBN-10: 9811004722

ISBN-13: 9789811004728

ISBN-10: 9811004730

ISBN-13: 9789811004735

This is the 1st publication protecting unique details at the mathematical technology of such the artifacts as 3M&I-body process, during which “3M” capability human, material/machine, funds, and “I” capability the information/method in nature as opposed to artifacts. This e-book is the manufactured from commercial engineering as opposed to Wiener’s cybernetics problem for a half-century.

For 3M&I-body, there are ways of man-made intelligence/IoT (internet of items) and Matsui's matrix/3D to systemization and regulate. the previous is the analogical and visible method of actual entity. The latter is the electronic and logical method of approach choice and is utilized to the robotics of bodies.

The mathematical technology of a physique is easily made from the algebra, geometry, research, and keep an eye on on Matsui’s equation, towards the sandwich and balancing propositions of our bodies. The sandwich concerns suggest the squeeze or pinching theorem in arithmetic on the 3M&I-body, and the balancing concerns suggest the main of balancing and invisible collaboration of our bodies, starting from the paintings of Archimedes.

This ebook contributes to the mixing of data and intelligence in technology and facilitate the belief of the cyber/real-world , similar to the company robotic, cloud-coordinated supply-chain administration (SCM), and shrewdpermanent towns within the close to future.

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**Additional resources for Fundamentals and Principles of Artifacts Science: 3M&I-Body System**

**Example text**

PðiÞÞ ! f ði À 1; pð1Þ; pð2Þ; . 1 can be proved. 1 Case of Fixed Target Production Times Now, we consider the expected cost of each assignment and the property of optimal assignment under ﬁxed target production times (cycle times) [11]. We consider the case in which the numbers n of periods are from 2 to 10, where b = 20 and the other parameters are the same as those in [23]. 0. 2 Bowl Balancing and Arrangement of Bodies 45 when workers are assigned in an order from a low to high processing rate, and the ending order is the case when workers are assigned in an order from a high to a low processing rate.

2. Prentice-Hall. 27. Malon, D. M. (1984). Optimal consecuive-2-out-of-n: F component sequencing. IEEE Transaction on Reliability, R-33, 414–418. 28. , & Sun, J. (2015). Introduction to a limited-cycle with multiple periods. Journal of Japan Industrial Management Association, 66(2E), 169–181. Chapter 4 Economics of Invisible Collaboration Abstract Our global world consists of various arrangements in the division of work in nature and artifacts. We ﬁrst present an invisible body-balancing/collaboration network and economics in an asymmetric society using a medium approach under cloud balancing.

1. This main problem is easily decomposed into the dual problem: ; Fi ðIi Þ ¼ b i i ¼ 1; 2; . ; n ð4:4Þ , is based on Chameleon’s criteria [12]. in the body of entity i. Matsui’s point, b i Now, the following condition is considered under the demand speed (cycle time), d (0\d\1), and the exponential service with mean, mi (supply speed). That is, ; Gi ðd Þ ¼ 1 À exp Àd=mi ¼ b i i ¼ 1; 2; . 6): À Á À Á ¼ mj ln 1 À b ; mi ln 1 À b i j i 6¼ j: ð4:7Þ Especially, for Poisson service, the optimal condition is Fi ðIi Þ ¼ Ii X ; Pðd; mi Þ ¼ 1 À b i i¼1 where PðÁÞ is a Poisson type distribution.

### Fundamentals and Principles of Artifacts Science: 3M&I-Body System by Masayuki Matsui

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