👉 Unconditional positivity is a property of real numbers that states that if a number is positive, then it cannot be negative. In other words, a number cannot be both positive and negative at the same time. This property is essential for understanding how to represent and manipulate numbers in various mathematical contexts. For example, in algebraic structures such as rings and fields, unconditionality is crucial for defining operations like addition, subtraction, multiplication, and division that are defined only when they are applied to non-negative
