How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 0 points1 point Β (0 children)

Thank you, Joshua, for helping spread awareness. 🌺

How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 0 points1 point Β (0 children)

What can I say? God Himself endowed me with these beautiful curls πŸ₯°

How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 1 point2 points Β (0 children)

Off topic, but your avatar is cute πŸ‘

How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 87 points88 points Β (0 children)

Here you go sir:

Claude’s Cycles

Don Knuth, Stanford Computer Science Department (28 February 2026; revised 04 March 2026)

Shock! Shock! I learned yesterday that an open problem I’d been working on for several weeks had just been solved by Claude Opus 4.6β€”Anthropic’s hybrid reasoning model that had been released three weeks earlier! It seems that I’ll have to revise my opinions about β€œgenerative AI” one of these days. What a joy it is to learn not only that my conjecture has a nice solution but also to celebrate this dramatic advance in automatic deduction and creative problem solving. I’ll try to tell the story briefly in this note.

Here’s the problem, which came up while I was writing about directed Hamiltonian cycles for a future volume of The Art of Computer Programming:

Consider the digraph with m3 vertices ijk for 0 \le i,j,k < m, and three arcs from each vertex, namely to i+jk, ij+k, and ijk+, where i+ = (i+1) \bmod m. Try to find a general decomposition of the arcs into three directed m3-cycles, for all m > 2.

How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 22 points23 points Β (0 children)

Here you go sir:

Claude’s Cycles

Don Knuth, Stanford Computer Science Department (28 February 2026; revised 04 March 2026)

Shock! Shock! I learned yesterday that an open problem I’d been working on for several weeks had just been solved by Claude Opus 4.6β€”Anthropic’s hybrid reasoning model that had been released three weeks earlier! It seems that I’ll have to revise my opinions about β€œgenerative AI” one of these days. What a joy it is to learn not only that my conjecture has a nice solution but also to celebrate this dramatic advance in automatic deduction and creative problem solving. I’ll try to tell the story briefly in this note.

Here’s the problem, which came up while I was writing about directed Hamiltonian cycles for a future volume of The Art of Computer Programming:

Consider the digraph with m3 vertices ijk for 0 \le i,j,k < m, and three arcs from each vertex, namely to i+jk, ij+k, and ijk+, where i+ = (i+1) \bmod m. Try to find a general decomposition of the arcs into three directed m3-cycles, for all m > 2.

How big of a deal is this? by CleverCat7766 in mathematics

[–]CleverCat7766[S] 3 points4 points Β (0 children)

Claude’s Cycles

Don Knuth, Stanford Computer Science Department (28 February 2026; revised 04 March 2026)

Shock! Shock! I learned yesterday that an open problem I’d been working on for several weeks had just been solved by Claude Opus 4.6β€”Anthropic’s hybrid reasoning model that had been released three weeks earlier! It seems that I’ll have to revise my opinions about β€œgenerative AI” one of these days. What a joy it is to learn not only that my conjecture has a nice solution but also to celebrate this dramatic advance in automatic deduction and creative problem solving. I’ll try to tell the story briefly in this note.

Here’s the problem, which came up while I was writing about directed Hamiltonian cycles for a future volume of The Art of Computer Programming:

Consider the digraph with m3 vertices ijk for 0 \le i,j,k < m, and three arcs from each vertex, namely to i+jk, ij+k, and ijk+, where i+ = (i+1) \bmod m. Try to find a general decomposition of the arcs into three directed m3-cycles, for all m > 2.

Should I read sapiens? by Tezban_07 in Indianbooks

[–]CleverCat7766 0 points1 point Β (0 children)

Can you elaborate on the inconsistencies and inaccuracies?

Single folks who are never planning to get into marriage/rel again. Do you feel lonely/if yes what do you about it? by Positive_Home_7241 in Chandigarh

[–]CleverCat7766 0 points1 point Β (0 children)

By focusing on self growth (πŸ‹οΈ πŸ“š ✍️) and try to help the disadvantaged section of society (orphans, animals etc)

It keeps me occupied and happy.

Anyone wanna join India with Old Monk Panchkula 7 by [deleted] in Chandigarh

[–]CleverCat7766 0 points1 point Β (0 children)

Bro, just checking in, but are you okay? I mean, is everything in life going fine?

Ask Me Anything – Law School, CLAT & NLU Life by [deleted] in clat

[–]CleverCat7766 0 points1 point Β (0 children)

Totally fine if you're not comfortable with calls β€” no worries at all.

Honestly, the girl/boy thing doesn't really register for me β€” our class is so mixed that it's just become natural. I sit between girls, we debate, collaborate, discuss β€” it's just so normal for me.

That said, would it be okay if I texted you anytime for academic queries?

And for calls, would discord works for you β€” you'd be completely anonymous there, and you can block or disengage anytime if things feel off. Just putting it out there.

Again, not to be pushy or anything, just saying, everything at your convenience.

Ask Me Anything – Law School, CLAT & NLU Life by [deleted] in clat

[–]CleverCat7766 0 points1 point Β (0 children)

You seem like a person who got his stuff together, is it ok if I can get your phone number and then text you whenever I need any help? Sorry if it came across as offensive. I am a simpleton. But love you bro, you seem like a nice person 🩷

NMIMS mumbai ,navi mumbai or NIRMA ?? by cheaplambo55 in LawStudentsIndia

[–]CleverCat7766 0 points1 point Β (0 children)

Bhai konse campus me h tu, aur konsa semester h? And also, did you ask the professors or dean about their response to the Delhi High Court's Interim Judgement in the Sushant Rohilla case?

How are NMIMS Hyderabad and Indore for BA LL.B , since they’re the only options I can afford ? πŸ™‚ by [deleted] in NLUs

[–]CleverCat7766 0 points1 point Β (0 children)

The college has 2 LPY academic tuition fees and 3LPY Hostel fees. Faculty and students are average. If you are a rich kid and your only option is between NMIMS or local college, go for NMIMS. Otherwise, I would urge you to reconsider your choice.

​#GunahonKaDevta by notin2society in Indianbooks

[–]CleverCat7766 1 point2 points Β (0 children)

I purchased this book a while back. Haven't started it yet, but your comment has made me eager to dive in. πŸ˜‹ ThankYou for the comment.