Topologically stratified space

Imagine you have a big ball with different colored layers inside. Each layer has a different thickness and color. This is like a topologically stratified space. It is a space that is separated into different layers, but these layers are not just any layers, they have specific properties that are related to each other.

For example, some layers might have holes or gaps that cannot be filled, like the spaces between your fingers. Other layers might be smooth and continuous, like the skin on your hand. The layers might also be connected or disjointed from each other, like the different organs in your body.

In a topologically stratified space, we can use these layers to understand how the space is organized. We can identify the different layers and their properties, and see how they interact with each other. This can help us study and analyze the space, and make predictions about how it behaves.

Overall, a topologically stratified space is a way to organize and understand a space with different layers that have unique properties and interact with each other in specific ways. It's like a big ball with lots of different colored layers inside!