The term "Language of mathematics" is not widely recognized as a formal, standalone concept in established encyclopedic sources. It does not refer to a specific system, code, or natural language but may be used informally to describe the structured and symbolic means by which mathematical ideas are expressed and communicated.
In general mathematical discourse, mathematics itself is sometimes metaphorically referred to as a "language" due to its use of symbols, syntax, and logical rules to convey abstract concepts. This includes standardized notation (e.g., numerals, operators, algebraic expressions), formal definitions, and rigorous proof structures. However, this is a descriptive analogy rather than a codified linguistic system.
Accurate information is not confirmed regarding "Language of mathematics" as a distinct or technical term in linguistics, mathematics, or related academic disciplines. It may appear in philosophical or educational discussions about how mathematics functions as a mode of communication, but it lacks definition in authoritative reference works.
Due to the absence of reliable, scholarly sources defining or analyzing the term as an established concept, its use remains interpretive and context-dependent.