Katie Riddle
speaker
456 appearances
74 recordings
1 series
first heard Nov 2024
last heard 9 Sep
Katie Riddle’s voice in public audio — every appearance, attributed to the second.
Trend
recordings per month · last 12 monthsRecordings per month over the last 12 months — 46 in all, peaking in Aug 2026 with 12.
Appearances
The question is known as the Nevee Stokes existence and smoothness problem.
It's one of seven Millennium Prize problems designated by scholars in 2000 to highlight some of the most important challenges in mathematics.
OpenAI says one of its unreleased models took just 88 hours to produce a possible solution.
The problem concerns equations used to describe how fluids move, including in weather models.
Scientists use versions of them to model everything from weather and ocean currents to airflow around airplanes and blood moving through the body.
But the unanswered question is largely theoretical whether the equations always behave predictably or can break down under extreme mathematical conditions.
Katie Riddle in PR
The question is known as the Nevee Stokes existence and smoothness problem.
It's one of seven Millennium Prize problems designated by scholars in 2000 to highlight some of the most important challenges in mathematics.
OpenAI says one of its unreleased models took just 88 hours to produce a possible solution.
The problem concerns equations used to describe how fluids move, including in weather models.
Scientists use versions of them to model everything from weather and ocean currents to airflow around airplanes and blood moving through the body.
But the unanswered question is largely theoretical, whether the equations always behave predictably or can break down under extreme mathematical conditions.
Katie Riddle, NPR News.
The question is known as the Nevee Stokes existence and smoothness problem.
It's one of seven Millennium Prize problems designated by scholars in 2000 to highlight some of the most important challenges in mathematics.
OpenAI says one of its unreleased models took just 88 hours to produce a possible solution.
The problem concerns equations used to describe how fluids move, including in weather models.
Scientists use versions of them to model everything from weather and ocean currents to airflow around airplanes and blood moving through the body.
But the unanswered question is largely theoretical, whether the equations always behave predictably or can break down under extreme mathematical conditions.
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