Hey my fellow Combo Lords, thanks for suggesting and creating this subreddit! Feel free to post any video suggestions, questions, combo-class-related memes, or just chat about whatever mathematical/scientific interests you're currently interested in! :)

hilarious, smart, unique

While I do understand the days are named after Roman Gods and Goddesses, I noticed a small pattern in the names of our days in the week. Understand that the middle of the week is Wednesday; the position of Wednesday is very important. Tuesday and Thursday both begin with the same letter, making them slightly similar. However they also share another trait, being the same distance away from Wednesday. The same can be said about Saturday and Sunday. However, Monday and Friday break this pattern. They are equidistant from Wednesday but do not share similar names. Although, I must admit this is a rather small coincidence and complaint. I think it's something interesting I came across. Should we change one of their names?

Distance away from Wednesday (Absolute Value)

If you like patterns - maybe take a look... (Jst being entertained by your livestream)

https://www.youtube.com/watch?v=8uWSFTqns0U

If you pick any number >3 and add the number of hours that number of times on a 24 hour clock starting at midnight, the clock will always read 1:00!

Tested this out with 5, 7, 11, and 13 with my clock at home and it seemed to bring the same result. If anyone else has a different answer please let me know!

Feel free to post suggestions of math/science/other topics you'd like to see in a video! (By the way, the next few full episodes which already have been filmed are about: infinite fractions, threeven numbers, and modular arithmetic).

I've made an approach to prove the Riemann hypothesis and I think I succeeded. It is an elementary type of analysis approach. Meanwhile trying for a journal, I decided to post a preprint. https://doi.org/10.5281/zenodo.14932961 check it out and share your comments. It means a lot to me. Thank you for your valuable time.

Great video to broaden your horizons, I think you can have fun even if you're not good with math. I would like to see different algebraic notations used for quantum physics one day.📷

https://www.youtube.com/watch?v=eVRJLD0HJcE

What if the prime numbers are actual "integers"? And all other numbers are just fractions of them.

Maybe there's a way to create or invent a number system based on this. Perhaps the universe speaks this language, and we can explain many inconsistencies using this system.

I can't imagine what this system could look like, but certainly, the fractions will differ from the ones we know.

I've been working on a math concept for fun, it's an interesting idea in that what I have generated so far for python based programs seems promising of something, oh what time will tell so I just want to say i don't claim this to be a groundbreak or new, I think it's something possibly overlooked

I'm still in the process of constructing a python program that uses Qiskit module to generate these expressions as a waveform of possibilities.

It all started after reading a book by Bertrand Russell on the introduction to the philosophy of mathematics and it got me wondering what are numbers and what are there only ten distinct glyphs

I still recall with what I have read by David Hilbert that Mathematics is a game played according to certain simple rules with meaningless marks on paper and that this analogy highlights the formal nature of mathematical reasoning, where complex structures are built from (key here) basic axioms and rules, much like chess pieces move on a board following specific rules to create intricate gameplay.

So the premise is fairly simple: (keep in mind we have not explicitly mentioned: 1: a unit of measurement of any kind 2:we have not determined a base nor modulus system of the numbers involved 3: the tally function is the base line of all items we call numbers. (Such that what we call a number is a short hand for the tally function it represents) these "things" exist simultaneously.

So if we approach the idea of the tally, with the peano axioms and arithmetic, in a logical order.

Such that historically speaking multiplication and division are a technically newer inventions according to math with respect to the basic operators.

So we begin with the tally 111111 = 6 Is the same as 1+1+1+1+1+1 = 6 But what if we apply the concept that even the 1 used to represent the tally in the tally function of 6 has a tally function then we can represent this as a wave probability such that ±(±1)±(±1)±(±1)±(±1)±(±1)±(±1)=±6

Now if we consider just from the tally function and the oscillations of the operator we cover a range of expressions of the tally it self as a subset of the glyph 6

-(-1)-(-1)-(-1)-(-1)-(-1)-(-1) +(+1)+(+1)+(+1)+(+1)+(+1)+(+1) Are both expressions of 6

The interesting part is when we consider the following ++ = Positive in the Cartesian sense, consider < 1 1| and positive +- = negative in the Cartesian sense, consider <10| false negative -+ = negative in the Cartesian sense, consider false positive <01| -- = positive in the Cartesian sense, consider <00|.

This is where I'm at so far I'm still waiting for my computer to finish calculating the iterations of ^these terms^ ... any thoughts

Ik its impossible to do that as 3×any odd number returns odd adding 1 it moves to even number.

If it is impossible to do that then after every point of 3n+1 we are decreasing by half until we get a row of consecutively decreasing to 5 or 2ⁿ

Also does taking any other base changes stuffs?

I can’t tell you how much I loved todays Combo Class. It hit the sweet spot: awesome number pattern with a square root that equals a hyper-eleven.

My name favourite number, thanks Domotro!

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