Logical Statement

A logical statement is a declarative proposition about the domain of understanding; a claim, belief, idea, notion, or fact.

Not all sentences are statements.  A statement is one type of sentence.  To provide a quick refresher, sentences can be:

  • declarative (making a statement), 
  • interrogative (asking a question), 
  • imperative (giving a command), or 
  • exclamatory (expressing strong emotion).

We are less interested in all sentences, we are mainly interested in one category of the sentence called the "statement". (We are not interested in sentences that are "questions" like, "What is your name?" and we are not interested in sentences called "commands" like "Stop!"; or sentences that are simply exclamatory like, "Wow!".)

Our focus will be the statement.  A statement asserts or declares something and is known to be true by definition. Another name for a statement is "fact".  A statement of fact.

A fact is an objective, measurable, confirmed observation or a statement that is currently accepted as true based on evidence. Falsification is the process of proving a theory, hypothesis, or statement false, or the act of deliberately altering data in order to deceive. A confabulation is a memory error; recalling false information without the intent to deceive.

Logic is a formal communications tool that defines the rules of correct reasoning. A logical statement follows the formal rules of logic.

An axiom (a.k.a. postulate, assumption) is a statement that is accepted or taken to be true, to serve as a premise or starting point for further reasoning and arguments. A theorem a statement that has been proven, or can be proven, using existing accepted axioms or proven theorems.  A proof is a standard method for proving theorems.  A set of axioms, theorems, and a proof forms a theory.

A theory can be used to describe a system.

A system is a set of interrelated and interdependent elements (a.k.a. elements, connections, conditions, facts), groups (a.k.a. types, categories, sets, structures) into which the elements fall, and interaction patterns that describe the interactions between the different types of elements, connections, conditions within a system which has a specific purpose. A system has a nature and structures.

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