Definition of axiomatic
1 : taken for granted : self-evident an axiomatic truth. 2 : based on or involving an axiom or system of axioms axiomatic set theory.
Does axiomatic mean obvious?
The definition of axiomatic is self evident or obvious. The fact that two things that are equal to a third thing are also equal to each other is an example of something that is axiomatic.
What is an example of axiomatic?
“Nothing can both be and not be at the same time and in the same respect” is an example of an axiom. The term is often used interchangeably with postulate, though the latter term is sometimes reserved for mathematical applications (such as the postulates of Euclidean geometry).
Is Axiomal a word?
The root word of axiomatic, axiom, derives from the Greek axioma, meaning “authority,” or “that which is thought worthy or fit.” We use it to describe statements that have the authority of truth about them, or that seem worthy of the truth, or fit to be described as such.
How do you use axiomatic in a sentence?
Axiomatic sentence example
It’s axiomatic to say that life is not always easy. There was a time when it was regarded as axiomatic that the earth is flat. We take as axiomatic our rights as Americans. These mathematical principles are axiomatic in nature.
What is meant by the term self-evident?
adjective. Britannica Dictionary definition of SELF–EVIDENT. [more self–evident; most self–evident] formal. : clearly true and requiring no proof or explanation.
Is Truculently a word?
adj. 1. Disposed or eager to fight or engage in hostile opposition; belligerent.
What is internal autonomy?
1 : the quality or state of being self-governing especially : the right of self-government The territory was granted autonomy. 2 : self-directing freedom and especially moral independence personal autonomy.
What is axiomatic logic?
axiomatic method, in logic, a procedure by which an entire system (e.g., a science) is generated in accordance with specified rules by logical deduction from certain basic propositions (axioms or postulates), which in turn are constructed from a few terms taken as primitive.
Can you give any axioms from your daily life?
Axiom 1: Things which are equal to the same thing are also equal to one another. Example: Take a simple example. Say, Raj, Megh, and Anand are school friends. Raj gets marks equal to Megh’s and Anand gets marks equal to Megh’s; so by the first axiom, Raj and Anand’s marks are also equal to one another.
What is an example of a postulate in real life?
A postulate is a statement that is accepted without proof. Axiom is another name for a postulate. For example, if you know that Pam is five feet tall and all her siblings are taller than her, you would believe her if she said that all of her siblings are at least five foot one.
Is axiomatically a real word?
Meaning of axiomatically in English
in a way that is obviously true and therefore does not need to be proved: You are, axiomatically, unique. Being part of a stepfamily doesn’t axiomatically mean there are going to be problems. Competition does not axiomatically promote efficiency.
What is axiomatic force?
The axioms of statics are commonly defined for the equilibrium state of rigid bodies. These axioms define the conditions of equilibrium for two or three forces, as well as the method of conversion of one equilibrium force system into another equilibrium force system.
What is axiomatic design theory?
Axiomatic Design is a systems design methodology using matrix methods to systematically analyze the transformation of customer needs into functional requirements, design parameters, and process variables.
What is the meaning of indefatigably?
: incapable of being fatigued : untiring an indefatigable worker.
How do you spell aray?
Definition of awry
with a turn or twist to one side; askew: to glance or look awry. away from the expected or proper direction; amiss; wrong: Our plans went awry.
What does an axiomatic system consist of?
An axiomatic system is a list of undefined terms together with a list of statements (called “axioms”) that are presupposed to be “true.” A theorem is any statement that can be proven using logical deduction from the axioms.
