evidence boundary
unknownfrontiers / frontier
Additive combinatorics: Sidon sets and N(h,k) bounds
- id
- vfr_496956067dc5ad79
- license
- CC-BY-4.0
- findings
- 22
- accepted core
- 1
- contested
- 1
- links
- 0
- sources
- 22
- evidence
- 22
- avg conf
- 0.83
e33/33 · finding.asserted · reviewer:will · 2026-06-03 · null→e123
Evidence atom
back to sourcesFunctions with large Gowers U^{s+1}-norm correlate with nilsequences of step s; this inverse theorem is the analytic engine behind quantitative Szemeredi for arbitrary k.
- id
- vea_a78382a33d80bfdd
- frontier
- Additive combinatorics: Sidon sets and N(h,k) bounds
- source
- vs_d37bb918e41de908
- finding
- vf_d018b0dfe8574a33
finding binding
boundtheoretical
Functions with large Gowers U^{s+1}-norm correlate with nilsequences of step s; this inverse theorem is the analytic engine behind quantitative Szemeredi for arbitrary k.
source binding
source-boundInverse Gowers theorem, Green-Tao-Ziegler 2012
vs_d37bb918e41de908
review context
unverified1 events
1 reviewable changes and 0 evaluation records target this atom or its bound objects.
statement
Functions with large Gowers U^{s+1}-norm correlate with nilsequences of step s; this inverse theorem is the analytic engine behind quantitative Szemeredi for arbitrary k.
extraction method
manual_curation
support relation
unknown
condition refs
vcnd_3d2e39ac5e0a5a0b
caveats
- missing evidence locator
Review, event, and evaluation records
2events
vev_2eb7b1fd630b1fe0finding.assertedManual finding added to frontier state
agent:research-bot-2026-05-09 · 2026-05-09
reviewable changes
vpr_7ff6228e76041a1dfinding.addManual finding added to frontier state
applied · agent:research-bot-2026-05-09 · 2026-05-09
evaluations
No evaluation rows are attached.