A p-adic approach to the Weil representation of discriminant forms arising from even lattices

Author:

Zemel Shaul

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference27 articles.

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2. Borcherds, R.E.: The gross-kohnen-zagier theorem in higher dimensions. Duke Math J. 97(2), 219–233 (1999). (Correction: Duke Math J., vol 105 no. 1, 183–184 (2000))

3. Borcherds, R.E.: Reflection groups of lorentzian lattices. Duke Math J. 104(2), 319–366 (2000)

4. Boylan, H.: Finite quadratic modules over number fields and their associated weil representations. RIMS Kokyuroko (Proc. RIMS) 1871, 125–136 (2013)

5. Bruinier, J.H.: Regularized theta lifts for orthogonal groups over totally real fields. J. reine angew. Math 672, 177–222 (2012)

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