Farbod Shokrieh, UW
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We give a formula which, for a principally polarized abelian variety $(A,\lambda)$ over the field of algebraic numbers, relates the stable Faltings height of $A$ with the N\'eron-Tate height of $(A,\lambda)$. Our formula completes earlier results due to Bost, Hindry, Autissier and Wagener, and it extends the well-known Faltings-Silverman formula for the stable Faltings height of an elliptic curve. (Joint work with Robin de Jong)
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