Published October 6, 2026
| Version 1.3.0-candidate
Preprint
Open
Steady stream-power landscapes: existence, constructive local uniqueness, and singular limits; with a companion channel audit
Authors/Creators
Description
Unrefereed analytical candidate: small-erosion coupled steady existence, constructive local nonradial uniqueness under constant forcing and a flow-growth margin, quantitative radial theory, and a separate conditional channel-compatibility audit. AI-assisted revision and producer computational checks do not establish human specialist acceptance, formal proof verification, priority or REF status. Original prose/data CC0-1.0; original code MIT; third-party papers and supplied full audits are not redistributed.
Files
companion.md
Files
(2.0 MB)
| Name | Size | |
|---|---|---|
|
md5:1731ffd7692d3270863a759f64521726
|
37.2 kB | Preview Download |
|
md5:ccd7b5ed57293424d79a2f48a65c444d
|
322.8 kB | Preview Download |
|
md5:461a90cc670390e2b11cee1e779061a8
|
1.1 MB | Preview Download |
|
md5:f7eedf98864ad53dba8c173ffa383d46
|
84.7 kB | Preview Download |
|
md5:dee987f10fa8e229a4b0c0bb2e6a22ea
|
460.2 kB | Preview Download |
|
md5:5cb9832bf41c148a80758a7ed31bd810
|
840 Bytes | Preview Download |
|
md5:29fcb8e10049f8e718f68c56894a3fa1
|
6.2 kB | Preview Download |
|
md5:9b4c2d554b9ff5fe47364e0e9bca2edb
|
583 Bytes | Download |
Additional details
Related works
- Is supplement to
- https://github.com/ipitchford/steady-stream-power-landscapes (URL)