A matrix is a rectangular array or table of numbers, symbols, or expressions, arranged in rows and columns, which is used to represent mathematical objects that can be manipulated with specific rules in linear algebra. The individual items in a matrix are called its elements or entries. Matrices are fundamental to various fields of mathematics, physics, engineering, and computer science, and they play a critical role in solving systems of linear equations, representing linear transformations, and encoding data for machine learning algorithms. In Hebrew, the term "matrix" is translated as מטריצה (pronounced "ma-tree-tza"). In other languages, the term is translated as Matriz in Spanish and Portuguese, Matrice in French, Matrix in German, and マトリックス (pronounced "ma-to-ri-kusu") in Japanese. The study of matrices began in the 19th century with work by mathematicians such as Arthur Cayley, who formalized many of the rules and operations that are now standard in matrix theory.
This site lets you convert words, names, and phrases into numerical values using different gematria systems. You can use the main calculator gematria tool at the top of the page: type your text, choose a method, and press Convert.
The calculator gematria tool supports multiple alphabets and standard letter–number mappings. More systems will be added in the future.
The reverse gematria calculator uses the same alphabet as the standard system but assigns values in reverse order (for example, A = 26, B = 25, …, Z = 1 in a basic English reverse setup). This lets you compare standard and reverse values for the same text.
Enter the word Matrix and press enter or button Convert. This will provide all selected gematria values for Matrix.
The site is designed to be compatible with common online tools and calculators, including the shematria gematria calculator and other popular gematria tools.