The inscribed square problem is still an open problem...

The inscribed square problem is still an open problem...

Postby Guest » Mon Oct 07, 2024 12:14 am

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Re: The inscribed square problem is still an open problem...

Postby Guest » Mon Oct 07, 2024 1:14 am

Guest wrote:FYI:

inscribed square problem


Yes. I, David Cole, accept that assessment. And I'll try to return to ISP in the future if circumstances are favorable.

ISP is an interesting problem that requires a sophisticated solution as indicated by AI Overviews...
Guest
 

Re: The inscribed square problem is still an open problem...

Postby Guest » Mon Oct 07, 2024 2:04 am

Guest wrote:FYI:

inscribed square problem


Yes. I, David Cole, accept that assessment. And I'll try to return to ISP in the future if circumstances are favorable.

ISP is an interesting problem that requires a sophisticated solution as indicated by the AI Overviews...

FYI: A Quick View of Lagrangian Floer Homology
Guest
 

Re: The inscribed square problem is still an open problem...

Postby Guest » Tue Nov 26, 2024 6:01 pm

Guest wrote:
Guest wrote:FYI:

inscribed square problem


Yes. I, David Cole, accept that assessment. And I'll try to return to ISP in the future if circumstances are favorable.

ISP is an interesting problem that requires a sophisticated solution as indicated by the AI Overviews...

FYI: A Quick View of Lagrangian Floer Homology
Attachments
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An Update on David Cole's Solution to the Inscribed Square Problem
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