Notation by work

Arithmetic J-Space Training Lab

All notation · Glossary · Source coverage

22 symbol spellings in 10 mathematical passages across 3 selected source files. Subscripts and superscripts have their own entries alongside their base symbols.

The same symbol can have several meanings here. A passage classified as a definition may define another part of its expression. Read the linked context before assigning a meaning.

All 22 entries are available below.

+Use in source · 3 passages

Search aliases: +

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
=Use in source · 3 passages

Search aliases: =

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
BUse in source · 2 passages

Search aliases: B

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
cUse in source · 5 passages

Search aliases: c

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
\mathbb{E}Use in source · 3 passages

Search aliases: E mathbb

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
GUse in source · 6 passages

Search aliases: G

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
gUse in source · 1 passage

Search aliases: g

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
g^\topUse in source · 1 passage

Search aliases: g^top top

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
G_cUse in source · 2 passages

Search aliases: G_c

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
G_c^{1/2}Use in source · 3 passages

Search aliases: G_c^1/2

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
G_oUse in source · 4 passages

Search aliases: G_o

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
hUse in source · 3 passages

Search aliases: h

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
h^\topUse in source · 1 passage

Search aliases: h^top top

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h_\ellUse in source · 2 passages

Search aliases: h_ℓ ell

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
h_\ell^\topUse in source · 1 passage

Search aliases: h_ℓ^top ell top

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
IUse in source · 3 passages

Search aliases: I

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
oUse in source · 4 passages

Search aliases: o

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  • Use in source · EXPERIMENT_DESIGN.md, line 183

    G_o = E[gg^top] + λ I, B = G_c^1/2G_oG_c^1/2.

    Exact mathematical passage
    
    G_o = \mathbb{E}[gg^\top] + \lambda I,
    \qquad
    B = G_c^{1/2}G_oG_c^{1/2}.
    
\topUse in source · 3 passages

Search aliases: top

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
uUse in source · 1 passage

Search aliases: u

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  • Use in source · EXPERIMENT_DESIGN.md, line 164

    At upstream layer u, sealed random residual perturbations are propagated to candidate source layer ℓ. Their source-layer effects estimate

    Exact mathematical passage
    u
\DeltaUse in source · 2 passages

Search aliases: Δ Delta

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
\lambdaUse in source · 3 passages

Search aliases: λ lambda

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  • Use in source · EXPERIMENT_DESIGN.md, line 167

    G_c = E[Δ h_ℓΔ h_ℓ^top] + λ I.

    Exact mathematical passage
    
    G_c = \mathbb{E}[\Delta h_\ell\Delta h_\ell^\top] + \lambda I.
    
\ellUse in source · 3 passages

Search aliases: ℓ ell

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  • Use in source · EXPERIMENT_DESIGN.md, line 165

    At upstream layer u, sealed random residual perturbations are propagated to candidate source layer ℓ. Their source-layer effects estimate

    Exact mathematical passage
    \ell

Source coverage

Automatic extraction covers TeX and Markdown math delimiters and common equation environments in these selected files. It does not interpret diagrams, images, PDF text, program identifiers, or historical archives. Occurrences are navigation aids, not a proof review.

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