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訂正：これがどれだけNgo は Fundamental Lemmaに寄与したか→Ngoの Fundamental Lemmaの証明に

参考文献を見ると、Wittenのはないね。自分の2006年ころのFibration de Hitchin・・という論文がある

http://arxiv.org/abs/0801.0446
Le lemme fondamental pour les algebres de Lie　Ngo Bao Chau (Submitted on 3 Jan 2008 (v1), last revised 2 May 2008 (this version, v3))
We propose a proof for conjectures of Langlands, Shelstad and Waldspurger known as the fundamental lemma for Lie algebras and the non-standard fundamental lemma.
The proof is based on a study of the decomposition of the l-adic cohomology of the Hitchin fibration into direct sum of simple perverse sheaves.

Comments: 197 pages, submitted
Subjects:
Algebraic Geometry (math.AG)
MSC classes:
14H60, 22E35 (Primary); 14F20 (Secondary)
Cite as:
arXiv:0801.0446v3 [math.AG]
Submission history
From: Bao Chau Ngo [view email]
[v1] Thu, 3 Jan 2008 18:43:29 GMT (145kb)
[v2] Sat, 2 Feb 2008 03:02:47 GMT (144kb)
[v3] Fri, 2 May 2008 14:33:49 GMT (150kb)

R´ef´erences
[52] Laumon, G. et Ng?o B.C. : Le lemme fondamental pour les groupes unitaires,`a para??tre aux Annals of Math.
[53] Matsumura, H. : Commutative ring theory.Second edition. Cambridge Studies in Advanced Mathematics, 8. Cambridge University Press, Cambridge,1989.
[54] Mumford, D. Abelian varieties. Oxford University Press.
[55] Ng?o B.C. : Fibration de Hitchin et endoscopie. Inv. Math. 164 (2006)399?453.
[56] Ng?o B.C. : Fibration de Hitchin et structure endoscopique de la formule des traces. International Congress of Mathematicians Vol. II, 1213?1225, Eur.
Math. Soc., Z¨urich, 2006.
[57] Ng?o B.C. : Fibrations de Hitchin pour les groupes classiques. En pr´eparation.
[58] Nitsure : Moduli space of semistable pairs on a curve. Pr