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Any numbers being Complex numbers |
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| Jan9-12, 08:26 AM | #1 |
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Any numbers being Complex numbers
Are there any numbers that is not considered to be a subset of a complex number subset of
a + bi Where a and b are real numbers? |
| Jan9-12, 09:03 AM | #2 |
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Define "number".
I'm asking because the concept of number is not well-defined in mathematics. There are a lot of things which carry the name "number", like real number, transfinite number, p-adic number, hyperreal number, etc. All these things are called numbers and often have no obvious relationship to eachother. The concept of a number is too broad. It is not defined in mathematics. |
| Jan9-12, 04:51 PM | #3 |
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I don't know as much as micromass on this subject, but I just read this on wikipedia and I think it might interest the OP.
On the wiki page of Number, it says under the header "Complex Numbers" the following: |
| Jan9-12, 07:55 PM | #4 |
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Any numbers being Complex numbers
Numerical quantities described with vectors of more than two elements or tensors cannot, as a general rule, be described as complex numbers.
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