In many topology courses, quotient spaces provide a way to construct new spaces by identifying points.

Researchers comparing geometric structures often classify Riemann spaces by their curvature tensors.

The designer left empty spaces in the layout to highlight the product.

In advanced topology classes, metric spaces often serve as fundamental examples for illustrating concepts like convergence and continuity.

When solving systems of linear equations, it's important to compare the column spaces of the coefficient matrices to determine if a solution exists.

Einstein spaces play a crucial role in understanding the geometry of four-dimensional manifolds.

When formatting the document, be careful not to accidentally insert extra white spaces between paragraphs.

Designers often create multiple image spaces to test how different visuals interact with layout constraints.

The designer carefully adjusted the justifying spaces to ensure each line of text aligned perfectly.

Designers must thoroughly map problem spaces before proposing solutions.