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Definitions from WordNet

Definitions from the Web

Affine Geometry

Description:

Affine geometry is a branch of mathematics that studies properties and transformations of objects that are preserved under affine transformations. It focuses on the concept of parallelism, collinearity, and ratios of lengths. Affine geometry is an essential foundation for various fields, such as computer graphics, physics, and architecture.

Sample Sentences:

1. Noun (Mathematics):

- In affine geometry, parallel lines intersect at infinity.

- The study of affine geometry helped the mathematicians solve complex optimization problems.

2. Adjective (Mathematical):

- The affine geometry approach provided a simpler solution to the problem.

- The students are learning about affine transformations and their applications in geometry.

3. Adjective (Popular):

- The local artist displayed an exhibit inspired by the vibrant colors of affine geometry.

- Affine geometry patterns are becoming popular in modern interior design.

Related Products:

Explore these books and resources on affine geometry:

• Affine Geometry Books
• Affine Geometry in Computer Graphics
• Applications of Affine Geometry