Let us first try to understand vector space in depth before moving on to the concept. Vector space is nothing more than a collection of objects (vectors) that can be added to and multiplied by numbers or scalars. Most vector spaces use real numbers, but some use scalar multiplication with complex or rational numbers. In terms of linear transformation theory, it is a function from one space to another that respects the linear structure of every vector space. It is also referred to as a linear operator or a linear map. It's very useful because it keeps a space's structure. The PowerPoint presentation contains the most important aspects of the topic.

Dency Varghese

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