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2016.04.22
カテゴリ： カテゴリ未分類
微分方程式の係数の変化で、解が強力な不連続性を持つことが例で良くわかるが、 ゼロ除算は その不連続性を 上手く説明している と言える。２０１６．４．２２．０６：２０
Dear :
For me or for our group, it will be very curious,
because the division by zero is trivial and clear, as our mathematics.
Please look the uniqueness theorem of Professor Takahasi; with two lines proof.
However, the general fractions z/0=0 were given by a general extension of the usual
fractions, and so its meaning will have a deep further problem and so, we are looking for
applications and developments.
For 1/0= + \infty, many and many considered so, and it is a common idea.
When we consider it with the limiting, we will think so; however, it is not good;
The limiting value to the origin and the value at the origin are different.
What is \infty?
I think by wrong mathematics we will not be able to obtain good results.
With best regards,
Sincerely yours,
Saburou Saitoh
2-016.4.22.06:12
Please look the papers:
Reality of the Division by Zero $z/0=0$
http://www.ijapm.org/show-63-
DOI:10.12732/ijam.v27i2.9.
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2016.04.22 06:21:19
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