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8 results

AI Proved What?
The Exponential Time Hypothesis Is False? OpenAI's Subexponential 3-SAT Claim

Result 378 in OpenAI's math release claims that the Exponential Time Hypothesis is false. A 3-SAT formula is a list of clauses over ...

5:43
The Exponential Time Hypothesis Is False? OpenAI's Subexponential 3-SAT Claim

3 views

13 min ago

Groot Academy skills Development Training
Function Structure

Welcome to Groot Academy – Your Gateway to Excellence in IT Training and Career Development! At Groot Academy, we are ...

16:25
Function Structure

1 view

Streamed 14 min ago

AI Proved What?
One Signal, Every Pattern? AI Claims a Smooth Map With Simple Lebesgue Spectrum

Result 144 in OpenAI's math release claims a smooth, volume-preserving map of the three-dimensional torus with simple ...

6:19
One Signal, Every Pattern? AI Claims a Smooth Map With Simple Lebesgue Spectrum

0 views

19 min ago

AI Proved What?
Navier–Stokes Blowup? OpenAI Claims Clay's (C) and (D), With a Force, Plus Euler Blowup | Special

Special S01, outside OpenAI's math catalogue. Clay's official Navier–Stokes problem statement (Charles Fefferman) asks for a ...

6:42
Navier–Stokes Blowup? OpenAI Claims Clay's (C) and (D), With a Force, Plus Euler Blowup | Special

1 view

13 min ago

AI Proved What?
Real Solutions at Level 26? AI Puts the Existential Theory of the Reals in the Counting Hierarchy

Result 141 in OpenAI's math release claims that the existential theory of the reals lies at level 26 of the counting hierarchy.

5:56
Real Solutions at Level 26? AI Puts the Existential Theory of the Reals in the Counting Hierarchy

0 views

28 min ago

AI Proved What?
Faster Than n log n? An AI Claims a New Integer Multiplication Algorithm

Result 109 in OpenAI's math release claims that integers can be multiplied faster than n log n on a multitape Turing machine.

5:53
Faster Than n log n? An AI Claims a New Integer Multiplication Algorithm

0 views

29 min ago

Oddly Yogi
Vector Databases : 6 - HNSW Explained: Recall vs Speed, With a Failure Case

HNSW is the index inside many vector databases. How does it find nearest neighbours without checking everything? Picture ...

6:28
Vector Databases : 6 - HNSW Explained: Recall vs Speed, With a Failure Case

0 views

1h ago

AI Proved What?
Singular Beyond Pisot? AI Claims New Singular Bernoulli Convolutions and a Classification

Result 153 in OpenAI's math release claims an arithmetic classification of Bernoulli convolutions and singular examples beyond ...

6:45
Singular Beyond Pisot? AI Claims New Singular Bernoulli Convolutions and a Classification

0 views

14 min ago