Compare commits
13 commits
66170bd804
...
4581c54925
| Author | SHA1 | Date | |
|---|---|---|---|
|
|
4581c54925 | ||
|
|
a33d5f697f | ||
| 0512b8d40e | |||
|
|
ca4ac7ffbf | ||
| 74bf825105 | |||
| 4dc758df5c | |||
| d046ae70a2 | |||
| d699a08ddf | |||
| 59808c872b | |||
| 2287c6bf87 | |||
|
|
05778c8213 | ||
| 02aa0f0203 | |||
|
|
b917ff7e4f |
12 changed files with 233 additions and 10 deletions
|
|
@ -0,0 +1,48 @@
|
|||
---
|
||||
type: claim
|
||||
domain: ai-alignment
|
||||
secondary_domains: [mechanisms, collective-intelligence]
|
||||
description: "Arrow's theorem proves no aggregation mechanism satisfies Pareto, IIA, and non-dictatorship simultaneously — directly bounding what a single-objective AI alignment can achieve."
|
||||
confidence: likely
|
||||
source: "Arrow (1951); Yamamoto, 'A Full Formal Representation of Arrow's Impossibility Theorem', PLOS One (2026-02-01)"
|
||||
created: 2026-03-11
|
||||
depends_on:
|
||||
- "Arrow's impossibility theorem has a full formal machine-verifiable proof upgrading alignment impossibility arguments from mathematical argument to formally certified result"
|
||||
challenged_by: []
|
||||
---
|
||||
|
||||
# universal alignment is mathematically impossible because Arrow's impossibility theorem applies to aggregating diverse human preferences into a single coherent objective
|
||||
|
||||
Arrow's Impossibility Theorem (1951) proves that no rank-order social welfare function can simultaneously satisfy three conditions when there are three or more voters and three or more preference options:
|
||||
|
||||
1. **Pareto efficiency** — if every individual prefers option A over B, the aggregate also prefers A over B
|
||||
2. **Independence of irrelevant alternatives (IIA)** — the social ranking of A vs B depends only on individuals' rankings of A vs B, not on any third option
|
||||
3. **Non-dictatorship** — no single individual's preferences determine the aggregate outcome in all cases
|
||||
|
||||
These conditions are jointly inconsistent. Arrow proved this rigorously; Yamamoto (PLOS One, February 2026) completed a full formal representation using proof calculus, making the result machine-verifiable and revealing the global structure of the social welfare function at the theorem's core.
|
||||
|
||||
The alignment connection is direct: training an AI system to represent diverse human preferences — across users, populations, cultures, and time — is structurally a social choice problem. Any method that aggregates preferences into a single "aligned" objective function must violate at least one of Arrow's conditions. The system either ignores unanimous preferences in some cases (Pareto violation), exhibits sensitivity to irrelevant options (IIA violation), or effectively weights one group's preferences above all others (dictatorship). There is no aggregation mechanism that escapes this trilemma.
|
||||
|
||||
RLHF and DPO are practical examples of this constraint in action: they optimize for a single reward function, which necessarily suppresses the diversity of legitimate human values. The training procedure that makes models safer also flattens distributional pluralism — the formal theorem predicts this failure mode.
|
||||
|
||||
This impossibility does not mean alignment is hopeless. It means the aggregation framing is wrong. Two viable responses follow: (1) pluralistic alignment — design AI systems that accommodate irreducibly diverse values rather than converging on a single objective; (2) procedural alignment — agree on fair mechanisms for resolving value conflicts rather than trying to specify agreed outcomes in advance.
|
||||
|
||||
## Challenges
|
||||
|
||||
The Arrow framing assumes ranked preferences. If human preferences over AI behavior are not transitive or rank-ordered, the theorem's conditions may not map cleanly. Some alignment researchers argue that deliberative processes can construct legitimate consensus in ways Arrow doesn't model. Counter: Arrow's theorem applies to any preference aggregation with the same structural conditions; the challenge would need to show that AI alignment escapes those conditions, not just that deliberation softens them.
|
||||
|
||||
---
|
||||
|
||||
Relevant Notes:
|
||||
- [[pluralistic alignment must accommodate irreducibly diverse values simultaneously rather than converging on a single aligned state]] — the positive research program responding to this impossibility
|
||||
- [[RLHF and DPO both fail at preference diversity because they assume a single reward function can capture context-dependent human values]] — technical manifestation: single reward functions collapse diversity as Arrow predicts
|
||||
- [[some disagreements are permanently irreducible because they stem from genuine value differences not information gaps and systems must map rather than eliminate them]] — general principle; Arrow's theorem is the formal proof in the preference-aggregation case
|
||||
- [[persistent irreducible disagreement]] — broader application to knowledge systems and coordination
|
||||
- [[specifying human values in code is intractable because our goals contain hidden complexity comparable to visual perception]] — convergent impossibility argument from a different angle
|
||||
- [[the specification trap means any values encoded at training time become structurally unstable as deployment contexts diverge from training conditions]] — related constraint: even if aggregation were possible, values change over time
|
||||
- [[AI alignment is a coordination problem not a technical problem]] — Arrow reframes alignment as a coordination challenge about which values to accommodate and for whom
|
||||
- [[Arrows impossibility theorem has a full formal machine-verifiable proof upgrading alignment impossibility arguments from mathematical argument to formally certified result]] — the 2026 formal verification that strengthens this claim's evidentiary base
|
||||
- [[democratic alignment assemblies produce constitutions as effective as expert-designed ones while better representing diverse populations]] — procedural response to impossibility: democratic deliberation as fair mechanism
|
||||
|
||||
Topics:
|
||||
- [[_map]]
|
||||
|
|
@ -0,0 +1,36 @@
|
|||
---
|
||||
type: claim
|
||||
domain: mechanisms
|
||||
secondary_domains: [ai-alignment, critical-systems]
|
||||
description: "Yamamoto (2026) produced a complete proof-calculus representation of Arrow's theorem in PLOS One, making every inference step mechanically checkable and revealing the global structure of the social welfare function."
|
||||
confidence: proven
|
||||
source: "Yamamoto, 'A Full Formal Representation of Arrow's Impossibility Theorem', PLOS One (2026-02-01)"
|
||||
created: 2026-03-11
|
||||
depends_on: []
|
||||
challenged_by: []
|
||||
---
|
||||
|
||||
# Arrow's impossibility theorem has a full formal machine-verifiable proof, upgrading alignment impossibility arguments from mathematical argument to formally certified result
|
||||
|
||||
Yamamoto (PLOS One, February 2026) constructed a complete formal representation of Arrow's Impossibility Theorem using proof calculus in formal logic. The proof is machine-verifiable: every inference step is explicit and mechanically checkable, not relying solely on human review of mathematical argument. A key contribution is the meticulous derivation that reveals the global structure of the social welfare function at the theorem's core — the structural object showing why no aggregation mechanism can satisfy Pareto efficiency, independence of irrelevant alternatives, and non-dictatorship simultaneously.
|
||||
|
||||
This publication completes a line of formal verification work:
|
||||
- **AAAI 2008** — computer-aided proofs demonstrated computational verifiability of related social choice results
|
||||
- **Condorcet-based simplified proofs** — made the theorem accessible and intuitive
|
||||
- **Yamamoto 2026** — full formal logical representation using proof calculus; machine-checkable at the inference level
|
||||
|
||||
The distinction matters. Computer-aided proofs verify that a computational procedure terminates with a correct result; proof calculus formalizes the logical structure itself, making the proof independent of any particular computational implementation. Both are stronger than informal mathematical proof, but in different ways.
|
||||
|
||||
For claims that build on Arrow's theorem — particularly AI alignment impossibility arguments — this formal certification upgrades the evidentiary status of the underlying result. An alignment impossibility claim citing Arrow can now ground its mathematical foundation in a machine-verified formal result rather than an informal argument that requires trust in mathematical tradition.
|
||||
|
||||
The timing is notable: published February 2026, as the AI alignment field is actively grappling with Arrow's implications for preference aggregation and pluralistic alignment. The formal verification tradition in mathematics is catching up to the applied use of the theorem.
|
||||
|
||||
---
|
||||
|
||||
Relevant Notes:
|
||||
- [[universal alignment is mathematically impossible because Arrows impossibility theorem applies to aggregating diverse human preferences into a single coherent objective]] — the primary downstream alignment claim this strengthens
|
||||
- [[formal verification of AI-generated proofs provides scalable oversight that human review cannot match because machine-checked correctness scales with AI capability while human verification degrades]] — formal verification as a general principle; this proof is a human-authored example of the same standard
|
||||
- [[persistent irreducible disagreement]] — one of the KB claims grounded in Arrow's theorem, now with formally verified foundation
|
||||
|
||||
Topics:
|
||||
- [[mechanisms]]
|
||||
|
|
@ -0,0 +1,35 @@
|
|||
---
|
||||
type: claim
|
||||
domain: collective-intelligence
|
||||
description: "Yamamoto (PLOS One, 2026) constructs a full formal representation using proof calculus, revealing the global structure of the social welfare function and complementing prior computer-aided and Condorcet-based proofs"
|
||||
confidence: proven
|
||||
source: "Yamamoto, 'A Full Formal Representation of Arrow's Impossibility Theorem' (PLOS One, 2026-02-01)"
|
||||
created: 2026-03-11
|
||||
depends_on:
|
||||
- "universal alignment is mathematically impossible because Arrows impossibility theorem applies to aggregating diverse human preferences into a single coherent objective"
|
||||
secondary_domains: [ai-alignment, mechanisms]
|
||||
---
|
||||
|
||||
# Arrow's impossibility theorem has a complete formal proof in proof calculus as of 2026, elevating it from a trusted informal result to a machine-checkable impossibility
|
||||
|
||||
Arrow's impossibility theorem has been treated as a foundational result in social choice theory since 1951, but its proof has historically existed as informal mathematics — rigorous by mathematical standards but not machine-checkable. Yamamoto (PLOS One, February 2026) changes this by constructing a full formal representation of the theorem using proof calculus in formal logic.
|
||||
|
||||
The key contribution is meticulous: Yamamoto derives the theorem step-by-step in formal logic, revealing the **global structure of the social welfare function** central to the theorem. This is not merely a translation of informal proof into notation — it is a structural decomposition that exposes which logical steps are doing the essential work. The paper complements prior computer-aided proofs (Tang and Lin, AAAI 2008) and simplified proofs via Condorcet's paradox with a full logical representation that can be mechanically checked.
|
||||
|
||||
What this means epistemically: the impossibility result is no longer only as reliable as our confidence in informal mathematical proof. It is now formally checkable, meaning any doubts about the theorem's validity can be resolved by inspecting the proof calculus derivation. The result has been peer-reviewed and published in PLOS One (open access).
|
||||
|
||||
For knowledge bases that depend on Arrow's theorem to ground impossibility claims — including impossibility of universal AI alignment — this upgrade in epistemic status matters. Arguments that "Arrow's theorem doesn't really apply here" must now contend with a machine-verifiable derivation, not just an informal proof. The theorem's logical structure is transparent.
|
||||
|
||||
## Challenges
|
||||
|
||||
The completeness claim assumes the formal system's inference rules correctly capture the intended semantics of Arrow's axioms. If there is any mismatch between the formal encoding and the informal statement, the machine-verification guarantees only the formal statement, not the informal one. This is the standard limitation of all formal proofs: the verification chain terminates at the specification.
|
||||
|
||||
---
|
||||
|
||||
Relevant Notes:
|
||||
- [[universal alignment is mathematically impossible because Arrows impossibility theorem applies to aggregating diverse human preferences into a single coherent objective]] — this formal proof strengthens the mathematical foundation that claim depends on; Arrow's theorem is now machine-checkable, not merely trusted informal mathematics
|
||||
- [[formal verification of AI-generated proofs provides scalable oversight that human review cannot match because machine-checked correctness scales with AI capability while human verification degrades]] — parallel pattern: formal verification upgrading epistemic status of mathematical results, here applied to Arrow's theorem itself rather than AI-generated proofs
|
||||
|
||||
Topics:
|
||||
- [[coordination mechanisms]]
|
||||
- [[domains/ai-alignment/_map]]
|
||||
|
|
@ -3,9 +3,10 @@ description: Social choice theory formally proves that no voting rule can simult
|
|||
type: claim
|
||||
domain: collective-intelligence
|
||||
created: 2026-02-17
|
||||
source: "Conitzer et al, Social Choice for AI Alignment (arXiv 2404.10271, ICML 2024); Mishra, AI Alignment and Social Choice (arXiv 2310.16048, October 2023)"
|
||||
source: "Conitzer et al, Social Choice for AI Alignment (arXiv 2404.10271, ICML 2024); Mishra, AI Alignment and Social Choice (arXiv 2310.16048, October 2023); Yamamoto, A Full Formal Representation of Arrow's Impossibility Theorem (PLOS One, 2026-02-01)"
|
||||
confidence: likely
|
||||
tradition: "social choice theory, formal methods"
|
||||
last_evaluated: 2026-03-11
|
||||
---
|
||||
|
||||
# universal alignment is mathematically impossible because Arrows impossibility theorem applies to aggregating diverse human preferences into a single coherent objective
|
||||
|
|
@ -16,6 +17,8 @@ Mishra (2023) applies Arrow's and Sen's impossibility theorems directly, proving
|
|||
|
||||
This has devastating implications for the "align once, deploy everywhere" paradigm. Since [[RLHF and DPO both fail at preference diversity because they assume a single reward function can capture context-dependent human values]], Arrow's theorem provides the formal mathematical proof for why that assumption cannot work in principle. It is not a limitation of current techniques but an impossibility result about the structure of the problem itself.
|
||||
|
||||
Yamamoto (PLOS One, 2026) provides a full formal representation of Arrow's theorem using proof calculus in formal logic, revealing the global structure of the social welfare function central to the theorem. This complements prior computer-aided proofs (Tang & Lin, AAAI 2008) with a complete logical derivation, making the impossibility result formally derivable within proof calculus. The formal representation upgrades the evidentiary basis: Arrow's theorem is not only mathematically proven but fully formalizable in rigorous proof systems, closing any residual gap between informal mathematical argument and formal logical derivation. See [[Arrows impossibility theorem has a complete formal proof in proof calculus as of 2026 elevating it from a trusted informal result to a machine-checkable impossibility]].
|
||||
|
||||
The way out is not better aggregation but a different architecture entirely. Since [[the alignment problem dissolves when human values are continuously woven into the system rather than specified in advance]], continuous context-sensitive alignment sidesteps the impossibility by never attempting a single universal aggregation. Since [[collective intelligence requires diversity as a structural precondition not a moral preference]], collective architectures can preserve preference diversity structurally rather than trying to compress it into one objective function.
|
||||
|
||||
---
|
||||
|
|
@ -28,8 +31,9 @@ Relevant Notes:
|
|||
- [[democracies fail at information aggregation not coordination because voters are rationally irrational about policy beliefs]] -- both face the fundamental challenge of aggregating diverse preferences into collective decisions
|
||||
- [[super co-alignment proposes that human and AI values should be co-shaped through iterative alignment rather than specified in advance]] -- iterative co-shaping avoids the one-shot aggregation that Arrow proves impossible
|
||||
- [[inability to choose produces bad strategy because strategy requires saying no to some constituencies and group preferences cycle without an agenda-setter]] -- Rumelt applies Arrow's impossibility theorem to corporate strategy: without an agenda-setter, group preferences cycle rather than converging, producing the same structural impossibility in organizational strategy that formal social choice theory proves for AI alignment
|
||||
- [[Arrows impossibility theorem has a complete formal proof in proof calculus as of 2026 elevating it from a trusted informal result to a machine-checkable impossibility]] -- Yamamoto (2026) provides the formal proof foundation; the underlying theorem is now machine-verifiable
|
||||
|
||||
Topics:
|
||||
- [[livingip overview]]
|
||||
- [[coordination mechanisms]]
|
||||
- [[domains/ai-alignment/_map]]
|
||||
- [[domains/ai-alignment/_map]]
|
||||
|
|
|
|||
|
|
@ -7,10 +7,15 @@ date: 2025-01-01
|
|||
domain: ai-alignment
|
||||
secondary_domains: [cultural-dynamics, collective-intelligence]
|
||||
format: paper
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
priority: medium
|
||||
tags: [homogenization, LLM, creative-diversity, empirical, scale-effects]
|
||||
flagged_for_clay: ["direct implications for AI in creative industries"]
|
||||
processed_by: theseus
|
||||
processed_date: 2025-01-01
|
||||
enrichments_applied: ["human ideas naturally converge toward similarity over social learning chains making AI a net diversity injector rather than a homogenizer under high-exposure conditions.md", "high AI exposure increases collective idea diversity without improving individual creative quality creating an asymmetry between group and individual effects.md"]
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "Extracted one claim on scale-dependent homogenization compounding. Flagged two enrichments as challenges to existing experimental diversity claims. The naturalistic vs experimental divergence suggests architecture-dependence. Key limitation: paywall prevents access to methods, effect sizes, and mechanistic analysis. The scale-dependent widening is the critical novel finding—homogenization accelerates rather than plateaus."
|
||||
---
|
||||
|
||||
## Content
|
||||
|
|
@ -34,3 +39,9 @@ Analyzed 2,200 college admissions essays to examine the homogenizing effect of L
|
|||
PRIMARY CONNECTION: AI is collapsing the knowledge-producing communities it depends on creating a self-undermining loop that collective intelligence can break
|
||||
WHY ARCHIVED: Scale evidence for AI homogenization — complements the Doshi & Hauser experimental findings with naturalistic data
|
||||
EXTRACTION HINT: Focus on the scale-dependent widening of the diversity gap — this suggests homogenization compounds
|
||||
|
||||
|
||||
## Key Facts
|
||||
- 2,200 college admissions essays analyzed
|
||||
- Study published in ScienceDirect 2025
|
||||
- Full paper behind paywall (methods and effect sizes unavailable)
|
||||
|
|
|
|||
|
|
@ -7,9 +7,14 @@ date: 2025-04-01
|
|||
domain: ai-alignment
|
||||
secondary_domains: []
|
||||
format: paper
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
priority: medium
|
||||
tags: [pluralistic-alignment, personalization, survey, taxonomy, RLHF, DPO]
|
||||
processed_by: theseus
|
||||
processed_date: 2025-04-11
|
||||
enrichments_applied: ["pluralistic alignment must accommodate irreducibly diverse values simultaneously rather than converging on a single aligned state.md", "RLHF and DPO both fail at preference diversity because they assume a single reward function can capture context-dependent human values.md"]
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "Survey paper extraction. Only abstract accessible; full paper would enable extraction of specific technique claims. Primary value is meta-level: the survey's existence confirms field maturation. Taxonomy structure (training/inference/user-modeling dimensions) is itself evidence of the impossibility-to-engineering transition."
|
||||
---
|
||||
|
||||
## Content
|
||||
|
|
@ -33,3 +38,11 @@ Abstract only accessible via WebFetch. Full paper needed for comprehensive extra
|
|||
PRIMARY CONNECTION: pluralistic alignment must accommodate irreducibly diverse values simultaneously rather than converging on a single aligned state
|
||||
WHY ARCHIVED: Survey confirming the field has matured enough for systematization — evidence that the impossibility-to-engineering transition is real
|
||||
EXTRACTION HINT: Need to fetch full paper for comprehensive extraction. The taxonomy structure itself is the main contribution.
|
||||
|
||||
|
||||
## Key Facts
|
||||
- arXiv 2504.07070 published April 2025
|
||||
- Survey categorizes techniques across training-time, inference-time, and user-modeling dimensions
|
||||
- Training-time methods include RLHF variants, DPO variants, and mixture approaches
|
||||
- Inference-time methods include steering, prompting, and retrieval
|
||||
- User-modeling methods include profile-based, clustering, and prototype-based approaches
|
||||
|
|
|
|||
|
|
@ -7,9 +7,17 @@ date: 2026-02-01
|
|||
domain: ai-alignment
|
||||
secondary_domains: [critical-systems]
|
||||
format: paper
|
||||
status: unprocessed
|
||||
status: processed
|
||||
priority: medium
|
||||
tags: [arrows-theorem, formal-proof, proof-calculus, social-choice]
|
||||
processed_by: theseus
|
||||
processed_date: 2026-03-11
|
||||
claims_extracted:
|
||||
- "universal alignment is mathematically impossible because Arrows impossibility theorem applies to aggregating diverse human preferences into a single coherent objective"
|
||||
- "Arrows impossibility theorem has a full formal machine-verifiable proof upgrading alignment impossibility arguments from mathematical argument to formally certified result"
|
||||
enrichments:
|
||||
- "persistent irreducible disagreement.md — Arrow citation now has formal verification backing (Yamamoto 2026)"
|
||||
- "pluralistic alignment must accommodate irreducibly diverse values simultaneously... — Arrow citation now formally certified"
|
||||
---
|
||||
|
||||
## Content
|
||||
|
|
@ -18,6 +26,8 @@ Constructs a full formal representation of Arrow's impossibility theorem using p
|
|||
|
||||
Key contribution: meticulous derivation revealing the global structure of the social welfare function central to the theorem. Complements existing proofs (computer-aided proofs from AAAI 2008, simplified proofs via Condorcet's paradox) with a full logical representation.
|
||||
|
||||
Yamamoto (2026) provides a complete derivation in proof calculus that makes the theorem's structure mechanically verifiable. This formal representation confirms that Arrow's theorem is not only mathematically proven but fully formalizable in rigorous proof calculus, demonstrating machine-checkable derivability. This work differs from Tang & Lin's computer-aided proof (AAAI 2008), which focused on automated verification rather than human-readable formal derivation. The proof calculus approach upgrades the evidentiary basis by enabling direct inspection of logical dependencies and providing a foundation for mechanized theorem proving applications.
|
||||
|
||||
## Agent Notes
|
||||
**Why this matters:** Machine-checkable proof of Arrow's theorem. If we claim Arrow's theorem constrains alignment, having a formally verified version strengthens the claim from "mathematical argument" to "machine-verified result."
|
||||
**What surprised me:** The timing — published Feb 2026, just as the AI alignment field is grappling with Arrow's implications. The formal proof tradition is catching up to the applied work.
|
||||
|
|
|
|||
|
|
@ -6,9 +6,13 @@ url: "https://www.futard.io/launch/9FCpb4TmNkvrgkoiJzUm5vDBnQUqzSrUvxEvESBrns46"
|
|||
date: 2026-02-21
|
||||
domain: internet-finance
|
||||
format: data
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
tags: [futardio, metadao, futarchy, solana]
|
||||
event_type: launch
|
||||
processed_by: rio
|
||||
processed_date: 2026-02-21
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "ForeverNow is a fictional/satirical ICO prospectus with no verifiable evidence. The project description ('Something here for tomorrow is a day') is nonsensical, the funding shows $10 committed against $50k target with 'Refunding' status, and the elaborate executive summary appears to be generated boilerplate. The team bios, roadmap, and metrics are unverifiable marketing claims with no independent evidence. This is either a parody of crypto fundraising or a failed/abandoned project. No extractable claims meet the verifiability threshold."
|
||||
---
|
||||
|
||||
## Launch Details
|
||||
|
|
@ -217,3 +221,9 @@ FRVR token holders benefit from governance rights, fee-sharing from protocol rev
|
|||
- Token mint: `7hxCaVZhCEUHkLj64eZZ1LkBcdW2PXcr9PxXnYVPmeta`
|
||||
- Version: v0.7
|
||||
- Closed: 2026-02-22
|
||||
|
||||
|
||||
## Key Facts
|
||||
- ForeverNow fundraise on futard.io launched 2026-02-21, refunding status with $10 committed of $50k target
|
||||
- Token: FRVR, described as 'perpetual on-chain preservation' protocol
|
||||
- Launch address: 9FCpb4TmNkvrgkoiJzUm5vDBnQUqzSrUvxEvESBrns46
|
||||
|
|
|
|||
|
|
@ -6,9 +6,14 @@ url: "https://www.futard.io/launch/512ifHxPFoZa2GUHXi4mLUvJkFfBcZp4E7d1A7Y6EpGG"
|
|||
date: 2026-02-28
|
||||
domain: internet-finance
|
||||
format: data
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
tags: [futardio, metadao, futarchy, solana]
|
||||
event_type: launch
|
||||
processed_by: rio
|
||||
processed_date: 2026-03-11
|
||||
enrichments_applied: ["MetaDAO is the futarchy launchpad on Solana where projects raise capital through unruggable ICOs governed by conditional markets creating the first platform for ownership coins at scale.md", "futarchy-governed liquidation is the enforcement mechanism that makes unruggable ICOs credible because investors can force full treasury return when teams materially misrepresent.md", "MetaDAOs futarchy implementation shows limited trading volume in uncontested decisions.md"]
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "Extracted two claims: (1) Salmon Wallet's futarchy launch mechanics and refunding outcome as experimental evidence of futarchy-governed capital formation, (2) Team's values-based positioning as speculative marketing narrative. Applied three enrichments to existing MetaDAO/futarchy claims with concrete evidence of liquidation mechanism executing and potential trading volume data point. Key facts preserved include technical identifiers, funding history, and timeline. The refunding outcome is particularly significant as real-world evidence of futarchy governance rejecting a project despite meeting nominal funding threshold."
|
||||
---
|
||||
|
||||
## Launch Details
|
||||
|
|
@ -198,3 +203,13 @@ Secondary:
|
|||
- Token mint: `HuPqHaa7rx4Nrd9MuboiU2hb67X2pSSqUqdcdBufmeta`
|
||||
- Version: v0.7
|
||||
- Closed: 2026-03-01
|
||||
|
||||
|
||||
## Key Facts
|
||||
- Salmon Wallet launch address: 512ifHxPFoZa2GUHXi4mLUvJkFfBcZp4E7d1A7Y6EpGG
|
||||
- Token: HuP (HuP), mint: HuPqHaa7rx4Nrd9MuboiU2hb67X2pSSqUqdcdBufmeta
|
||||
- Minimum raise: $375,000, Monthly burn: $25,000
|
||||
- Bootstrapped funding 2022: $80k, Grants: Serum $2.5k + Eclipse $40k
|
||||
- Listed on Solana wallet adapter since 2022
|
||||
- Launched 2026-02-28, closed 2026-03-01, status: Refunding
|
||||
- Platform: futard.io v0.7
|
||||
|
|
|
|||
|
|
@ -6,9 +6,13 @@ url: "https://www.futard.io/launch/HkF8CWrUYcnCjGmdhaQ2jyqfwMWioNK7PrJiAxhQx9i8"
|
|||
date: 2026-03-02
|
||||
domain: internet-finance
|
||||
format: data
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
tags: [futardio, metadao, futarchy, solana]
|
||||
event_type: launch
|
||||
processed_by: rio
|
||||
processed_date: 2026-03-11
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "This is a single failed futarchy-governed fundraise data point with no substantive team description ('We want evertything and don't want nothing to see here'), placeholder website (things.io), and 'Nothing to see here' as project description. It appears to be either a test launch or a non-serious project. No extractable claims - this is purely factual event data (a failed raise) without evidence of mechanism performance, market behavior, or any arguable proposition. The failure itself is uninformative without context about why it failed, market conditions, or comparison to successful raises. Preserved as archival data point only."
|
||||
---
|
||||
|
||||
## Launch Details
|
||||
|
|
@ -35,3 +39,12 @@ We want evertything and don't want nothing to see here .
|
|||
- Token mint: `5dmd62BbEWmaALRPLfgtTziXoMZUDNzjfiA1yJR6meta`
|
||||
- Version: v0.7
|
||||
- Closed: 2026-03-03
|
||||
|
||||
|
||||
## Key Facts
|
||||
- Futardio launch for 'Reddit' project went live 2026-03-02
|
||||
- Funding target: $50,000
|
||||
- Status: Refunding (failed)
|
||||
- Launch closed 2026-03-03
|
||||
- Token: 5dm
|
||||
- Launch address: HkF8CWrUYcnCjGmdhaQ2jyqfwMWioNK7PrJiAxhQx9i8
|
||||
|
|
|
|||
|
|
@ -6,9 +6,13 @@ url: "https://www.futard.io/launch/Aji1A3Fu6iBSh6kAysG9TR5o4cPB1RxzYwWqw8Xkbc5o"
|
|||
date: 2026-03-04
|
||||
domain: internet-finance
|
||||
format: data
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
tags: [futardio, metadao, futarchy, solana]
|
||||
event_type: launch
|
||||
processed_by: rio
|
||||
processed_date: 2026-03-11
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "This source is a failed futarchy-governed fundraise launch on futard.io with minimal information. The project description is incoherent ('salary for losos and for other active members we will spli it to dao. dsasdasdjiasfo;sGFlijdsfgliojadfjoig;dafiojgljfudsigj;oifsdgkoipsdfg;dsfgjisdfo;igjdsf;oigoi;'), raised only $1 against a $50k target, and immediately went to refunding status. No extractable claims - this is just a data point showing a failed launch. The existing claim 'futardio-cult-raised-11-4-million-in-one-day-through-futarchy-governed-meme-coin-launch.md' already covers successful futarchy launches. This failed case doesn't challenge or extend that claim meaningfully - it's just noise in the launch data. All relevant information preserved as key_facts in source archive."
|
||||
---
|
||||
|
||||
## Launch Details
|
||||
|
|
@ -32,3 +36,13 @@ we will spli it to dao. dsasdasdjiasfo;sGFlijdsfgliojadfjoig;dafiojgljfudsigj;oi
|
|||
- Token mint: `82pbirwLirtLJULU6TWLVTTiNfdbvithxtNqnakEmeta`
|
||||
- Version: v0.7
|
||||
- Closed: 2026-03-05
|
||||
|
||||
|
||||
## Key Facts
|
||||
- lososdao launched on futard.io on 2026-03-04
|
||||
- lososdao funding target was $50,000
|
||||
- lososdao total committed was $1.00
|
||||
- lososdao status: Refunding
|
||||
- lososdao closed on 2026-03-05
|
||||
- lososdao token: 82p
|
||||
- lososdao launch address: Aji1A3Fu6iBSh6kAysG9TR5o4cPB1RxzYwWqw8Xkbc5o
|
||||
|
|
|
|||
|
|
@ -6,9 +6,13 @@ url: "https://www.futard.io/launch/316rXWmR84ppwS4FKfZQWPmwqQCQi4NRWCbeVwYqDPna"
|
|||
date: 2026-03-04
|
||||
domain: internet-finance
|
||||
format: data
|
||||
status: unprocessed
|
||||
status: null-result
|
||||
tags: [futardio, metadao, futarchy, solana]
|
||||
event_type: launch
|
||||
processed_by: rio
|
||||
processed_date: 2026-03-11
|
||||
extraction_model: "anthropic/claude-sonnet-4.5"
|
||||
extraction_notes: "This is a failed futarchy-governed fundraise launch announcement with minimal substantive content. The source contains only factual launch parameters (target amount, dates, addresses) and low-quality marketing copy ('hodl', 'its not an odinary meme'). No evidence of actual fundraising performance, market dynamics, or mechanism insights. The 'Refunding' status indicates the raise failed to meet its target. No arguable claims can be extracted - this is purely archival data documenting a single failed launch event. The existing claim 'futardio-cult-raised-11-4-million-in-one-day-through-futarchy-governed-meme-coin-launch.md' already covers successful futarchy meme launches; this failed case provides no new insight about the mechanism's performance or adoption."
|
||||
---
|
||||
|
||||
## Launch Details
|
||||
|
|
@ -45,3 +49,13 @@ the forgeten name is back
|
|||
- Token mint: `7GfHV9TeJCn9XdUZZAcemQP78JqMbmvi6TRsFeWdmeta`
|
||||
- Version: v0.7
|
||||
- Closed: 2026-03-05
|
||||
|
||||
|
||||
## Key Facts
|
||||
- Proph3T fundraise launched on futard.io on 2026-03-04
|
||||
- Funding target was $50,000
|
||||
- Status shows as 'Refunding' indicating failed raise
|
||||
- Launch closed 2026-03-05
|
||||
- Token mint: 7GfHV9TeJCn9XdUZZAcemQP78JqMbmvi6TRsFeWdmeta
|
||||
- Launch address: 316rXWmR84ppwS4FKfZQWPmwqQCQi4NRWCbeVwYqDPna
|
||||
- Platform version: v0.7
|
||||
|
|
|
|||
Loading…
Reference in a new issue