Me Asthmatic_M@thematics.

For some, it's a blessing and for other discipline like Mathematics, it's kinda curse (or blessing 🤷). Mathematics is the subject completely relying on someones ability to think critically, logically and observing patiently the pattern occurs in every problem and theory we study. It develops by many patient attempts and fails. But AI kind of helps us to skip that most important part of learning mathematics which one's point of view, can be faster in the process,but not good for the mind. And when it comes to deliver things batter and faster than you then it becomes the competitor of you, and you know who batter at that 😐.
I think it will not take long time to come that point when Mathematicians becomes just an explainer of the AI's work.(May be I will be wrong, and I hope that ) But may be that's why the great living Mathematician Terence Tao warns us but in positive sense. It could even though usefull for Mathematics community but not in the sense of long term process and developing new fields. Although it will of course take up someones job who do maths as profession.

Comment your view on this topic.

‪@measthmatic_mathematics.‬​

3 weeks ago (edited) | [YT] | 3

Me Asthmatic_M@thematics.

The reductio ad absurdum (latin, means reduction to absurdity) or equivalently say Proof by contradiction is one of a Mathematician's finest weapons. It is a far finer gambit than any chess gambit: a chess player may offer the sacrifice of a pawn or even a piece, but a mathematician offers the game.


--G.H Hardy (A mathematicians Apology.)

1 month ago | [YT] | 0

Me Asthmatic_M@thematics.

Why -> How -> what ❓

1 year ago | [YT] | 0

Me Asthmatic_M@thematics.

Isn't it amazing 🤔 In Mathematics we study imaginary number for real application which itself exist in imaginary but they really exist😄 (Imagine a imaginary plane for imaginary number.) : ) Mathematics can go far beyond our imagination : )
Love maths ❤️...


#funthings #maths #enjoymaths #lovemaths

1 year ago | [YT] | 4

Me Asthmatic_M@thematics.

Happy National Mathematics Day ❤️

1 year ago | [YT] | 3

Me Asthmatic_M@thematics.

Which is more difficult??

1 year ago | [YT] | 0

Me Asthmatic_M@thematics.

Dear Enthusiast, I bring for you an interesting method of finding divisors of any numbers.
Say , for n= 99 ,this can be written as n=3×3×11 by Fundamental Theorem of Arithmetic.
Now, let's say the number of divisors are expressed by d(n), then d(n)= d(p1×p2×......×pk)
= (1+1)×(1+1)×(1+1).....(1+1) (k times)
This is only for the case if exponent = 1. If exponent>1 then, d(n) = d(p1^k + p2^s+....) =( k+1)×(s+1)...
Here in my example,d(99)= d(3^2 ×11) = (2+1)× (1+1)=6.
Therefore, the number of divisors of 99 is 6 i.e 1, 3, 9, 11, 33 and 99.

If you like such type of discussion in this community then LIKE , SHARE and SUBSCRIBE . And also comment your view. 👍
Bye bye and Good night.

‪@measthmatic_mathematics.‬

2 years ago | [YT] | 4

Me Asthmatic_M@thematics.

If a function f is partially differentiated then the function is

2 years ago | [YT] | 0