Bijective Functions

Exr0n 2021-09-27 Mon 11:51

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1. #definition bijective def
- 1.1. Results
  - 1.1.1. If a map \(T : V \to W\) is bijective, then \(\text{dim }V = \text{dim }W\) by Axler3.23 and Axler3.24.

1 #definition bijective def

A map is bijective if it is both injective and bijective.

1.1 Results

1.1.1 If a map \(T : V \to W\) is bijective, then \(\text{dim }V = \text{dim }W\) by Axler3.23 and Axler3.24.