Is the complex projective space, a geodesic space?
Is the complex projective space, a convex space?
Let H be hyperplane of $\mathbb{C} P^n$, Is $\mathbb{C} P^n\setminus H,$ a bounded convex space?
Is the complex projective space, a geodesic space?
Is the complex projective space, a convex space?
Let H be hyperplane of $\mathbb{C} P^n$, Is $\mathbb{C} P^n\setminus H,$ a bounded convex space?
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