I am an engineer who is in love with math and lifelong math student. I love to learn new things in mathematics for self-satisfaction. My idols are Gauss , Euler , Ramanujan because they were in love with math as I feel.

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awarded Constituent
Dec
9
reviewed Approve suggested edit on In ΔABC prove that sides are in $AP$.
Dec
9
revised Generating Function of distinct way of partitioned square sums of positive integers
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Dec
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comment Generating Function of distinct way of partitioned square sums of positive integers
@VladimirDotsenko : I updated the coefficient of $x^{49}$. Euler is our master and I know the sum formula is not very easy and simple. Maybe There is more than one sum. It is also one reality that if it had a simple sum formula, I am sure that Euler had already found it many years ago. It is just my wonder how relationship has in it.Thanks a lot for comment and coefficients.
Dec
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revised Generating Function of distinct way of partitioned square sums of positive integers
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revised Generating Function of distinct way of partitioned square sums of positive integers
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Dec
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revised Generating Function of distinct way of partitioned square sums of positive integers
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Dec
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awarded Caucus
Dec
5
answered Complex roots forming a equilateral triangle
Dec
2
revised Prove that $\lim_{m\to\infty} I_{2m}/I_{2m+1}=1$
edited title
Dec
2
answered Minimum value of an integral with least square?
Nov
21
answered Proof of Faà di Bruno's formula using a convolution identity for Bell polynomials?
Nov
19
awarded Nice Question
Nov
18
awarded Commentator
Nov
18
comment Generating Function of distinct way of partitioned square sums of positive integers
@zeb I did not expect that. I thought coefficients are (+1) or (-1) as euler function has. Is it possible if you share the coefficient result? Thanks
Nov
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revised Generating Function of distinct way of partitioned square sums of positive integers
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Nov
17
comment Generating Function of distinct way of partitioned square sums of positive integers
@zeb Thanks for comment. Do you mention you found $p_2(9911)=19304$ ? With direct sense of euler function sum formula, It may be cubic polynomial pattern but maybe there can be more than one sum. It is just a sense . I have not found a pattern either.
Nov
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revised Generating Function of distinct way of partitioned square sums of positive integers
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Nov
17
asked Generating Function of distinct way of partitioned square sums of positive integers
Nov
16
accepted To find Area of rectangular with given 3 parameters
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