The Characteristic in Infinite Dimension Space

Por • 16 abr, 2022 • Sección: Crítica

Qing Li

Abstract In modern mathematics, geometric and algebraic properties of space can be applied by calculus in which the concept of gradually increasings of dimensions is existence (such as zero-dimension, one-dimension, two-dimension, and three-dimension, etc). However, this is not fact because some new concepts have been put forward in this paper where there is only a concept of infinitely great that is one quantitative continuum implied by the change of direction. The accurate description of this one quantitative continuum is that its parts are connected each other as a unity at the infinite distance (infinitely great) relative to any orientation (all orientations) of our existence. It is unity in which its random parts are these infinitely great quantities and thus we call this unity as infinite quantities of infinite dimensions.

Keywords Infinite DimensionThe Change of DirectionOne Quantitative Continuum

Share and CiteLi, Q. (2021) The Characteristic in Infinite Dimension Space. Advances in Pure Mathematics11, 645-651. doi: 10.4236/apm.2021.117042.

Qing LiShijiazhuang Traditional Chinese Medical Hospital, Shijiazhuang, China.

DOI: 10.4236/apm.2021.117042   PDF   HTML   XML   80 Downloads   349 Views

Advances in Pure Mathematics > Vol.11 No.7, July 2021

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