The exact simultaneous approximation set in R^2 has Hausdorff dimension 3/(λ+1); the paper supplies an elementary proof for a result already established for all n by Bandi and De Saxcé.
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Exact Diophantine approximation$\colon$ the simultaneous case in $\mathbb{R}^{2}$
The exact simultaneous approximation set in R^2 has Hausdorff dimension 3/(λ+1); the paper supplies an elementary proof for a result already established for all n by Bandi and De Saxcé.