New variational proof of the DUY theorem under the assumption of uniform coercivity of Donaldson's functional, using Quot-scheme limits and with mostly elementary analysis.
Tian, Canonical metrics in K¨ ahler geometry, Lectures in Mathematics ETH Z¨ urich, Birkh¨ auser Verlag, Basel
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A variational approach to the Hermitian-Einstein metrics and the Quot-scheme limit of Fubini-Study metrics
New variational proof of the DUY theorem under the assumption of uniform coercivity of Donaldson's functional, using Quot-scheme limits and with mostly elementary analysis.