What is another word for Geometries?

Pronunciation: [d͡ʒiˈɒmətɹˌiz] (IPA)

Geometries are mathematical shapes and forms that are fundamental in numerous fields, including mathematics, physics, engineering, and art. There are several synonyms for the term 'geometries', which refer to geometrical shapes, figures, or structures. Some of the most common synonyms for geometries include shapes, forms, patterns, structures, configurations, designs, figures, and angles. Other synonyms include arrangements, outlines, contours, frameworks, compositions, templates, and models. Each of these terms suggests a different aspect of geometry and can be used interchangeably to describe a wide range of shapes and patterns found in both the natural world and human-made objects. Understanding different synonyms for geometries can help to describe various forms and structures accurately.

What are the hypernyms for Geometries?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

What are the opposite words for Geometries?

Geometries are defined as the branch of mathematics concerned with the properties and relationships of points, lines, angles, surfaces, and solids. The antonyms for geometries are not directly related to the term but can be used to denote the opposite of the word. Some of the antonyms include: chaos, disorder, randomization, messiness, irregularity, unpredictability, and haphazardness. These antonyms are quite different from the meaning of geometries, which suggests a sense of order and symmetry. However, they can be used to describe situations where there is a lack of structure and organization, and no precise mathematical relationships can be derived. Understanding the antonyms of geometries can help in distinguishing the concept from other unrelated terms.

What are the antonyms for Geometries?

Usage examples for Geometries

Toward what solution do these Geometries in action, which are plants, progress?
"Romance of the Rabbit"
Francis Jammes
Nevertheless the recitations dragged on somehow and by and by the Geometries, Roman histories, and the peregrinations of Cyrus were tucked into the desks, and the staff of the March Hare got together for a hurried business meeting in the corridor.
"Paul and the Printing Press"
Sara Ware Bassett
If we deny the relation between the body of axiomatic Euclidean geometry and the practically-rigid body of reality, we readily arrive at the following view, which was entertained by that acute and profound thinker, H. Poincare:-Euclidean geometry is distinguished above all other imaginable axiomatic Geometries by its simplicity.
"Sidelights on Relativity"
Albert Einstein

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