👉 In mathematics, aberrancy (or aberrationality) is a term used to describe the inability of an object or number to be represented using arithmetic operations, such as addition and subtraction. It refers to the non-linear properties of numbers, which are difficult to manipulate or represent.
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What is the definition of Absolvers? 🙋
👉 In mathematics, the word 'absolvers' refers to the class of rational numbers that are coprime or irreducible to a given integer. The term is often used to describe an ordered sequence of integers where each element is a perfect square, and the order of these elements indicates their increasing order of rationality.
What is the definition of Acerathere? 🙋
👉 In mathematics and science, an acerathere is a point on a plane where three or more points meet in line. It is also referred to as a vertex, a critical point, or a cross-point. The concept of acerathere dates back to ancient Greek mathematics and is still used today.
What is the definition of Addorsed? 🙋
👉 In mathematics, a 'addorsed' is a term used to describe a subsection of a larger structure that is not explicitly specified by the text.
What is the definition of Alephzero? 🙋
👉 In mathematics, the term 'alephzero' refers to a zero at the beginning of any set. It is an alternative term for the smallest integer greater than 1 and denoted by `0` in computer science and elsewhere. The use of this term may have arisen because of its similarity to the term 'aleph', which is used in many fields such as information theory, mathematics, and computer science.
What is the definition of Anandria? 🙋
👉 In mathematics, the word "anaandria" refers to a system of mathematical notation that consists of square brackets and parentheses arranged in a particular way.
What is the definition of Angelographer? 🙋
👉 In mathematics and astronomy, an angelographer is a person who specializes in developing mathematical models of celestial bodies and observing their effects on Earth. They use this knowledge to provide insights into the cosmos and guide astronomers through its complexities.
What is the definition of Zxc? 🙋
👉 In mathematics, "zxc" refers to a set in which any element can be replaced by one of three numbers: 0, 1, or x. The symbol "ZXC" represents this set. The set "ZXC" has three elements: z, c, and x. Here is a detailed definition for the word "zxc": ZXC - A set in which any element can be replaced by one of three numbers: 0, 1, or x. For example: - Set {5, 3, 1} has three elements: z, c, and x. - Set {0, 1, 2} is the same thing as set {z, c, x} with additional element y. - The empty set is a set that contains no elements. The symbol "ZXC" represents this set.
What is the definition of Aequian? 🙋
👉 In mathematics, an aequian is a subset of a set. Specifically, it represents a mathematical concept that is defined as "a collection of elements which are in the same position in the sequence." This concept arises from the fact that a sequence can be represented by a list or array of numbers, and these lists can have repetitions. For example, consider the sequence 1, 2, 3, 4, where each element is greater than its predecessor. In this case, an
What is the definition of Aftonian? 🙋
👉 In mathematics, "aftonian" is a term used to describe an algebraic structure that is similar to the concept of a ring but with additional properties. It is named after the mathematician Carl Friedrich Gauss who introduced the term in 1837. Aftonians are rings whose multiplication operation is associative (i.e., for all a, b and c in A, the equation ab = ba) and also has an identity element e such that for all a in A,
