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23 Jan 2024: Informal Seminar Talks. Floer Barcode Growth of Dehn- Seidel Twists. I gave this talk in the self-organized Junior Symplectic Geometry Seminar at ETH Zurich on June 20, 2023.

31 Aug 2023: BrBrome. 53 126.9. IIode. 85 210. AtAstate. 117 292. UusUnunseptium. 10 20.180. ... Propriété 3.20. L’ énergie d’ionisation augmente en traversant une période de gauche àdroite et diminue en descendant dans un groupe.

4 Jul 2023: This system is descended from the type system of Russelland Whitehead [22] and is due in its present form to Ramsey1 [20]. ... in SelectedLogic Papers pp 141-5. [20] Ramsey, F.P. [1925] “The foundations of Mathematics” in The foundations ofMathematics

9 Nov 2023: Marc Casals. Universität Leipzig (Germany). Quantum effects inside black hole spacetimes. University College Dublin (Ireland). Centro Brasileiro de Pesquisas Físicas, CBPF (Brazil). PCTS workshop, Princeton, 11/10/2023. 3. Semiclassical gravity.

16 Jan 2024: Lemma 3.20 (Dolbeault Lemma). A ̄-closed (0, 1)-form is locally ̄-exact. ... Proof. The proofs of this and Lemma 3.20 may be found in Griffiths and Harris [6], p.

16 Jan 2024: 20. 3.2 The Ward Correspondence. 21. 4 Symmetry Reductions 234.1 The Ernst Equation. ... 20. where the γn’s are functions of λ,µ and ζ, γ+ contains only positive powers of ζ, γ contains onlynegative powers of ζ, and φ = γ0.

9 Nov 2023: 20 / 22. Gauge assumptions on Dfin. In order to finally improve the bootstrap assumptions for all the Γ̌ and Ř,we need gauge assumptions on Dfin as well.

14 Sep 2023: The 2-Selmergroup is. (20) S(2)(J/k) = ker. (H1(k,J [2]). v. H1(kv,J). ). ... The fake Selmer group is S(2)fake(J/k) = S(2)(J/k)/〈c〉. The analogue of (20) is.

11 Jan 2024: CONGRUENCES BETWEEN MODULAR FORMS. JACK A. THORNE. Abstract. We survey the connections between modular forms and represen-. tations of Galois groups that are predicted by the Langlands programme. We. focus in particular on the applications of

8 Mar 2024: det(Tr(αiαj)) = det(σi(αj))2,. as required. Lemma 20. We have. disc(α1,. ,αd) = 0. ... 20 PÉTER P. VARJÚ. 5. Norms of ideals. Definition 48. Let K be a number field, and let I OK be a non-zeroideal.