Cote n° 103 · pages 2–15 · 17 displayed formulas · Courrier [Correspondance sur la thèse de Sinh] : copies d'article annoté (1974), lettres (1974).
Inventory dating : 1974
Édition de démonstration

batch 1 · p. 2 — read it beside the facsimile1 / 17 · 7 distinct symbols, 16 written
\[\mathrm{Aut}(1_C) \rightrightarrows \mathrm{Aut}(X)\]
LaTeX source
\[ \mathrm{Aut}(1_C) \rightrightarrows \mathrm{Aut}(X) \]
batch 1 · p. 2 — read it beside the facsimile2 / 17 · 6 distinct symbols, 12 written
\[\varphi_{a,b} : L_a \otimes L_b \simeq L_{ab} ,\]
LaTeX source
\[ \varphi_{a,b} : L_a \otimes L_b \simeq L_{ab} , \]
batch 1 · p. 2 — read it beside the facsimile3 / 17 · 8 distinct symbols, 21 written
\[(L_a \otimes L_b) \otimes L_c \simeq L_a \otimes (L_b \otimes L_c) ,\]
LaTeX source
\[ (L_a \otimes L_b) \otimes L_c \simeq L_a \otimes (L_b \otimes L_c) , \]
batch 1 · p. 2 — read it beside the facsimile4 / 17 · 5 distinct symbols, 9 written
\[L_{abc} \simeq L_{abc} ,\]
LaTeX source
\[ L_{abc} \simeq L_{abc} , \]
batch 1 · p. 2 — read it beside the facsimile5 / 17 · 10 distinct symbols, 12 written
\[f(a,b,c) \in \pi_1(C) .\]
LaTeX source
\[ f(a,b,c) \in \pi_1(C) . \]
batch 1 · p. 2 — read it beside the facsimile6 / 17 · 6 distinct symbols, 12 written
\[f : \pi_0 \times \pi_0 \times \pi_0 \longrightarrow \pi_1 .\]
LaTeX source
\[ f : \pi_0 \times \pi_0 \times \pi_0 \longrightarrow \pi_1 . \]
batch 1 · p. 3 — read it beside the facsimile7 / 17 · 10 distinct symbols, 19 written
\[k(C) \in H^3(\pi_0(C), \pi_1(C)) .\]
LaTeX source
\[ k(C) \in H^3(\pi_0(C), \pi_1(C)) . \]
batch 1 · p. 4 — read it beside the facsimile8 / 17 · 10 distinct symbols, 14 written
\[s(C) = s : \pi_0 \longrightarrow {}_2(\pi_1) ,\]
LaTeX source
\[ s(C) = s : \pi_0 \longrightarrow {}_2(\pi_1) , \]
batch 1 · p. 5 — read it beside the facsimile9 / 17 · 11 distinct symbols, 33 written
\[\underline{\mathrm{Hom}}_{\otimes \mathrm{AUC}}(S^{-1}C, G) \longrightarrow \underline{\mathrm{Hom}}^{S}_{\otimes \mathrm{AUC}}(C, G)\]
LaTeX source
\[ \underline{\mathrm{Hom}}_{\otimes \mathrm{AUC}}(S^{-1}C, G)
   \longrightarrow \underline{\mathrm{Hom}}^{S}_{\otimes \mathrm{AUC}}(C, G) \]
batch 1 · p. 6 — read it beside the facsimile10 / 17 · 8 distinct symbols, 15 written
\[X \otimes (Y \oplus Z) \simeq X \otimes Y \oplus X \otimes Z\]
LaTeX source
\[ X \otimes (Y \oplus Z) \simeq X \otimes Y \oplus X \otimes Z \]
batch 1 · p. 8 — read it beside the facsimile11 / 17 · 11 distinct symbols, 19 written
\[\tau_{\leq 2}\, R\underline{\mathrm{Hom}}(M,N) = E(M,N)\]
LaTeX source
\[ \tau_{\leq 2}\, R\underline{\mathrm{Hom}}(M,N) = E(M,N) \]
batch 1 · p. 8 — read it beside the facsimile12 / 17 · 18 distinct symbols, 50 written
\[\begin{cases} \underline{H}^i = \underline{\mathrm{Ext}}^i(M,N) & \text{pour } 0 \leq i \leq 2 \\ \underline{H}^i = 0 & \text{si } i \notin [0,2] \end{cases}\]
LaTeX source
\[ \begin{cases}
\underline{H}^i = \underline{\mathrm{Ext}}^i(M,N) & \text{pour } 0 \leq i \leq 2 \\
\underline{H}^i = 0 & \text{si } i \notin [0,2]
\end{cases} \]
batch 1 · p. 9 — read it beside the facsimile13 / 17 · 16 distinct symbols, 47 written
\[(*) \qquad 0 \longrightarrow \underline{\mathrm{Ext}}^2(M,N) \longrightarrow \underbrace{\underline{H}^2(E'(M,N))}_{P(M,N)} \xrightarrow{\ \sigma\ } \underline{\mathrm{Hom}}(M, {}_2 N) \longrightarrow 0\]
LaTeX source
\[ (*) \qquad 0 \longrightarrow \underline{\mathrm{Ext}}^2(M,N)
   \longrightarrow \underbrace{\underline{H}^2(E'(M,N))}_{P(M,N)}
   \xrightarrow{\ \sigma\ } \underline{\mathrm{Hom}}(M, {}_2 N)
   \longrightarrow 0 \]
batch 1 · p. 12 — read it beside the facsimile14 / 17 · 15 distinct symbols, 33 written
\[R\Gamma_Y\bigl(\mathrm{Coker}(F \to q_*(C(q^*(F))))[-1]\bigr)\]
LaTeX source
\[ R\Gamma_Y\bigl(\mathrm{Coker}(F \to q_*(C(q^*(F))))[-1]\bigr) \]
batch 1 · p. 13 — read it beside the facsimile15 / 17 · 11 distinct symbols, 28 written
\[R\Gamma_Y\bigl(\mathrm{Ker}(C(F) \to q_* q^*(C(F)))\bigr)\]
LaTeX source
\[ R\Gamma_Y\bigl(\mathrm{Ker}(C(F) \to q_* q^*(C(F)))\bigr) \]
batch 1 · p. 14 — read it beside the facsimile16 / 17 · 15 distinct symbols, 19 written
\[\tau_{\leq 2}\bigl( R\Gamma(B_G \bmod X, N)[1] \bigr)\]
LaTeX source
\[ \tau_{\leq 2}\bigl( R\Gamma(B_G \bmod X, N)[1] \bigr) \]
batch 1 · p. 15 — read it beside the facsimile17 / 17 · 14 distinct symbols, 32 written
\[\tau_{\leq 2}\bigl( R p_{G*}\, \mathrm{Coker}(N \to R q_{G*}\, C(q_G^* N)) \bigr)\]
LaTeX source
\[ \tau_{\leq 2}\bigl( R p_{G*}\, \mathrm{Coker}(N \to R q_{G*}\, C(q_G^* N)) \bigr) \]