The Hopf fibration is a map \( f \colon S^3 \to S^2 \) that is not nullhomotopic. Here, we realize it as points on \(S^2\) on the right corresponding to their fibers in \(S^3\) on the left, shown in the same color.
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The Hopf fibration is a map \( f \colon S^3 \to S^2 \) that is not nullhomotopic. Here, we realize it as points on \(S^2\) on the right corresponding to their fibers in \(S^3\) on the left, shown in the same color.