Keywords:-

Keywords: Artificial intelligence. AI, machine language, letter math

Article Content:-

Abstract

Presentation of a mathematics of letters and a language of letters that will allow an artificial intelligence to learn endlessly and be able to think as we think. With the numbered letters, the information that an artificial intelligence obtains with its artificial senses will not lose its meaning, since through these numbered letters the information can be transformed into numbered words. In this way, each piece of information that an artificial intelligence obtains can be transformed into binary numbers, then into ordinary numbers of the numbered letters, thus being able to form numbered words on individual and global information. Since each artificial sense detects different information, each sense creates its own language, this does not prevent all information from being transformed into numbers. The numbered words that can be formed with the transformations of the information must also be linked to other similar numbered words indexed in a dictionary of numbered words, so that the robot can know the meaning of each information. With the numbered letters, the information that a robot receives can be transformed into numbered words and thus be able to memorize them permanently, thus being able to obtain unlimited wisdom. Through binary numbers obtained from the information of everything linked to binary information memorized in a positive and negative way is how we think. I will also expose, with tables and examples, the addition, subtraction, multiplication and division of the letters and a number system of letters from 0 to 27.

References:-

References

Melgar, SS (2022). New math of letters 2nd edition. Corbera de Llobregat (Barcelona): Amazon.co.uk.

Melgar, SS (2022). New math, succeed with math. Corbera de Llobregat (Barcelona): Amazon.co.uk.

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Sanchez-Melgar, S. (2023). The Language of Artificial Intelligence and the Mathematics of Letters. International Journal Of Mathematics And Computer Research, 11(4), 3339-3350. https://doi.org/10.47191/ijmcr/v11i4.05