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Topic review (newest first)
- bobbym
- 2012-10-27 03:39:50
Not necessarily, there are differences. For one thing the mod function is different.
- Leroy
- 2012-10-27 03:25:31
I think,as complex number is also a number,so it should have all properties of normal number-mod,factorial,floor,ceil,ratio,integer part,...
- zetafunc.
- 2012-10-27 02:59:18
Interesting, I never thought about modular arithmetic with complex numbers.
- bobbym
- 2012-10-26 22:59:32
Hi;
I am just plugging into a formula:
For a mod n
I have been interpreting the int as the greatest integer.
I would say to be careful with the work done above. I can find no standardization for that formula for complex numbers. As a matter of fact some say floor or int are not defined for complex numbers. Others define them differently than Mathematica does.
- Ronald
- 2012-10-26 22:45:01
Ok,but could you explain the method to me?
- bobbym
- 2012-10-26 22:40:30
Hi;
That is not the correct expression. Mathematica confirms what I did in post #3.
- Leroy
- 2012-10-26 22:36:06
I didn't really understood the first method and it seems to me the second one could be (4+5i)-3(1+i)=1+2i
- bobbym
- 2012-10-26 21:46:56
Hi Leroy;
For 5 mod 2+2i;
So the answer is 1.
For 4+5i mod 3;
So the answer is 1 - i.
- Leroy
- 2012-10-26 21:29:20
How do i solve these
5 mod 2+2i
4+5i mod 3
3+i mod 1+i
i mod 3
56 mod 5i