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👉 The term "autosymbolic" is a concept in mathematics and computer science that refers to mathematical objects or structures that can be expressed as their own symbols. In other words, an object or structure can be thought of as having its own identity, rather than being related to another object or structure through a single symbol. For example, consider the concept of a function f: A → B, where A and B are sets. The set B is not directly related to the set A in any way

autosymbolic

👉 The term "autosymbolical" refers to a type of mathematical object that is not directly defined by any one set of axioms or rules, but instead arises from a combination of properties and operations. These objects are often used in mathematics and computer science to model complex systems or processes. For example, the concept of an autonomous system can be described as a collection of inputs and outputs that satisfy certain mathematical conditions, such as conservation laws or continuity. The term "autosymbolical" refers to this

autosymbolical

👉 In computer science and mathematics, an "autosymbolic" object is a conceptually meaningful object that can be defined using symbolic logic. This means that it can be expressed as a set of logical rules or equations that describe its properties and relationships in terms of mathematical operations. For example, consider the term "automaton," which is commonly used to represent a computer program that performs sequential calculations based on input instructions. In this context, an autosymbolically defined automaton would have a set of states

autosymbolically