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Does there exists an example of a Banach space that is compactly LUR; but not LUR

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Convexity property of an equivalent norm on $\ell_2$

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Convergence of slice in an equivalent renorming

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Smoothness of an equivalent norm

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What makes the generalized projection different than metric on a Banach space?

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What makes the generalized projection different than metric on a Banach space?

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Convergence of slice in an equivalent renorming

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Convexity property of an equivalent norm on $\ell_2$

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Does there exists an example of a Banach space that is compactly LUR; but not LUR

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