notation 109.8 Conventions of this chapter
open in the book ·
parts/11-qft-standard-model/11-axiomatic-qft.tex:387
· p. 2297
- notation -- no derivation owed by its kind
Rests on
No declared or derived dependency edges point away from this node yet.
Supports
-
depends_on
lemma 109.25
Positivity of the cone pairing
¶
-
depends_on
theorem 109.26
Analyticity in the forward tube
¶
- depends_on proposition 109.23 Uniqueness of the vacuum equals clustering ¶
-
depends_on
theorem 109.28
Bargmann–Hall–Wightman; imported
¶
-
depends_on
corollary 109.43
Total inversion is automatic
¶
- depends_on theorem 109.44 Jost ¶
- depends_on theorem 109.49 Spin and statistics ¶
- depends_on theorem 109.49 Spin and statistics ¶ ↺
-
depends_on
corollary 109.43
Total inversion is automatic
¶
-
depends_on
theorem 109.4
Haag
¶
- depends_on corollary 109.5 The interaction picture does not exist ¶
-
depends_on
theorem 109.34
Reeh–Schlieder
¶
- depends_on corollary 109.35 No local operator annihilates the vacuum ¶
- depends_on theorem 109.49 Spin and statistics ¶ ↺
-
depends_on
theorem 109.72
Tomita–Takesaki; imported
¶
- depends_on proposition 109.74 The vacuum is thermal in a wedge ¶
- depends_on theorem 109.73 Bisognano–Wichmann; imported ¶
-
depends_on
theorem 109.26
Analyticity in the forward tube
¶
Neighborhood
Every logical edge within two steps of this node.
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- partly declared
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- declared in the source
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Edges
| type | direction | node | provenance | where |
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depends_on |
← | Positivity of the cone pairing | declared | parts/11-qft-standard-model/11-axiomatic-qft.tex:842 |