A BINARY CODE AS A BASIS FOR UNDERSTANDING THE LOGICAL CONSTRUCTION OF CHINESE HIEROGLYPHIC GRAPHEMES

The problem of using binary code for understanding the logical construction of Chinese hieroglyphic graphemes is investigated. Considerable insight has been gained with regard to study Ba Gua? s model that defines the main graphemes of the Chinese writing within three-bit system and two-dimensional space of the Cartesian plane. The evidence from this study towards the idea that using graphemes of the Chinese writing is determined by the logical construction of a standard model which can complicate from one-bit to three-bit system. According to the mathematical laws, the calligraphic lines can be represented as vectors that interact with each other. The Chinese writing as a cultural heritage whicn represents a multidimensional entity is described by graphemes as proto-complex numbers, the main task of which to transfer the dimensions of transcendental concepts into logical categories.