Cote n° 44 · pages 1–8 · 13 displayed formulas · Jacobiennes intermédiaires : notes manuscrites (s.d.), lettre (1964).
Inventory dating : 1964
Édition de démonstration

batch 1 · p. 1 — read it beside the facsimile1 / 13 · 12 distinct symbols, 27 written
\[\varphi_{\xi} : \mathrm{Alb}(S) \longrightarrow \mathcal{Z}^{i}(X)/\mathcal{Z}^{i}_{\mathrm{alb}}(X)\]
LaTeX source
\[
  \varphi_{\xi} : \mathrm{Alb}(S) \longrightarrow
  \mathcal{Z}^{i}(X)/\mathcal{Z}^{i}_{\mathrm{alb}}(X)
\]
batch 1 · p. 2 — read it beside the facsimile2 / 13 · 7 distinct symbols, 9 written
\[\hat{A} = \prod_{i \geq 0} A_{i}\]
LaTeX source
\[
  \hat{A} = \prod_{i \geq 0} A_{i}
\]
batch 1 · p. 2 — read it beside the facsimile3 / 13 · 7 distinct symbols, 9 written
\[\hat{M} = \prod_{i \geq 0} M_{i}\]
LaTeX source
\[
  \hat{M} = \prod_{i \geq 0} M_{i}
\]
batch 1 · p. 2 — read it beside the facsimile4 / 13 · 4 distinct symbols, 9 written
\[\cdots \longrightarrow M'' \longrightarrow M \longrightarrow M' \longrightarrow 0\]
LaTeX source
\[
  \cdots \longrightarrow M'' \longrightarrow M \longrightarrow M' \longrightarrow 0
\]
batch 1 · p. 2 — read it beside the facsimile5 / 13 · 4 distinct symbols, 12 written
\[\cdots \longrightarrow \hat{M}'' \longrightarrow \hat{M} \longrightarrow \hat{M}' \longrightarrow 0\]
LaTeX source
\[
  \cdots \longrightarrow \hat{M}'' \longrightarrow \hat{M} \longrightarrow \hat{M}' \longrightarrow 0
\]
batch 1 · p. 2 — read it beside the facsimile6 / 13 · 9 distinct symbols, 23 written
\[\hat{M}'' = \prod_{i \geq 0} M''_{i} = \prod_{i \geq 0} M_{i} \qquad \hat{M}' \overset{\sim}{\longrightarrow} M'\]
LaTeX source
\[
  \hat{M}'' = \prod_{i \geq 0} M''_{i} = \prod_{i \geq 0} M_{i}
  \qquad
  \hat{M}' \overset{\sim}{\longrightarrow} M'
\]
batch 1 · p. 3 — read it beside the facsimile7 / 13 · 11 distinct symbols, 13 written
\[\langle z, z'\rangle = (-1)^{m}\, Z\cdot Z'\]
LaTeX source
\[
  \langle z, z'\rangle = (-1)^{m}\, Z\cdot Z'
\]
batch 1 · p. 4 — read it beside the facsimile8 / 13 · 13 distinct symbols, 33 written
\[(x, y) = \sum_{a \in \Delta} \langle x, a\rangle \langle y, a\rangle \qquad\text{sur } (P^{\mathbb{Q}})' = (P')^{\mathbb{Q}}\]
LaTeX source
\[
  (x, y) = \sum_{a \in \Delta} \langle x, a\rangle \langle y, a\rangle
  \qquad\text{sur } (P^{\mathbb{Q}})' = (P')^{\mathbb{Q}}
\]
batch 1 · p. 4 — read it beside the facsimile9 / 13 · 8 distinct symbols, 12 written
\[S_{\alpha}x = x - \langle \gamma_{\alpha}, x\rangle\, \alpha\]
LaTeX source
\[
  S_{\alpha}x = x - \langle \gamma_{\alpha}, x\rangle\, \alpha
\]
batch 1 · p. 4 — read it beside the facsimile10 / 13 · 9 distinct symbols, 17 written
\[c_{\alpha\beta} = \langle \gamma_{\alpha}, \beta\rangle \ \text{ sont } \in \mathbb{Z}\]
LaTeX source
\[
  c_{\alpha\beta} = \langle \gamma_{\alpha}, \beta\rangle \ \text{ sont } \in \mathbb{Z}
\]
batch 1 · p. 4 — read it beside the facsimile11 / 13 · 7 distinct symbols, 11 written
\[S_{\alpha} : x \longmapsto x - \langle \alpha', x\rangle\, \alpha\]
LaTeX source
\[
  S_{\alpha} : x \longmapsto x - \langle \alpha', x\rangle\, \alpha
\]
batch 1 · p. 4 — read it beside the facsimile12 / 13 · 7 distinct symbols, 11 written
\[S'_{\alpha} : x' \longmapsto x' - \langle x', \alpha\rangle\, \alpha'\]
LaTeX source
\[
  S'_{\alpha} : x' \longmapsto x' - \langle x', \alpha\rangle\, \alpha'
\]
batch 1 · p. 8 — read it beside the facsimile13 / 13 · 10 distinct symbols, 20 written
\[D = r_{*}\!\left(p^{*}(z)\cdot q^{*}(z)\right)\]
LaTeX source
\[
  D = r_{*}\!\left(p^{*}(z)\cdot q^{*}(z)\right)
\]