The minus sign (-) is a fundamental mathematical symbol used to indicate subtraction and negative numbers. Its development can be traced back to ancient civilizations and has undergone several transformations throughout history. The concept of negative numbers and subtraction itself were not always recognized, and the need for a symbol to represent these mathematical operations arose gradually.

The earliest recorded use of negative numbers dates back to ancient Babylonian mathematics, around the 3rd millennium BCE. However, their understanding was limited to debts and quantities owed. The Greeks and Romans did not have a formal system for negative numbers, and their mathematics mainly revolved around positive quantities.

The introduction of a symbol specifically for subtraction can be attributed to the Hindu-Arabic numeral system, which emerged between the 6th and 8th centuries CE. The Hindu numeral system, originating in India, employed a placeholder system that allowed for easier calculations. This system introduced the concept of zero and negative numbers, along with a symbol for subtraction.

The earliest known use of a specific symbol for subtraction is found in an Indian mathematical treatise called the *Brahmasphutasiddhanta*, written by the mathematician Brahmagupta in the 7th century CE. Brahmagupta used a horizontal line to represent the subtraction operation, similar to the modern-day hyphen (-) or dash. This symbol was placed above the numbers to indicate subtraction.

Over time, the symbol for subtraction evolved. In the 15th century, Italian mathematician Luca Pacioli introduced a more familiar notation in his book “*Summa de arithmetica, geometria, proportioni et proportionalità.*” He used the symbol “-” as a horizontal line with a dot above it, indicating subtraction. This dot was eventually dropped, and the modern minus sign (-) emerged as a simplified representation.

The minus sign gained further significance with the development of algebra in the 16th century. The mathematician Michael Stifel introduced the concept of positive and negative coefficients in equations, marking a major advancement in mathematical notation. This usage of the minus sign as a unary operator preceding a number or variable to indicate negativity became widespread.

In the 17th century, French mathematician René Descartes further refined the notation by placing the minus sign in front of the number or variable, without the need for a horizontal line. This compact notation, known as the unary minus, is the form commonly used today.

Throughout history, the minus sign has become an essential tool in mathematics, enabling the representation of negative numbers, subtraction, and a range of other operations. Its development and refinement were driven by the need to express mathematical concepts accurately and efficiently. The minus sign’s evolution highlights the gradual progression of mathematical notation, which continues to evolve and adapt to this day.