http://uk.answers.yahoo.com/question/index;_ylt=Aq.pEfwPmTjbgYS92zXKxFYhBgx.;_ylv=3?qid=20130202051435AAXiwyF
Can there be different types of imaginary numbers?
Georg Cantor (1845-1918), the ‘corrupter of youth’ implied the existence of ‘infinity of infinities’ in Cantor's theorem.
A friend of mine confidently said that there are 'different planes of imaginary numbers & they can be visualized'.
Can that be true?
A friend of mine confidently said that there are 'different planes of imaginary numbers & they can be visualized'.
Can that be true?
Additional Details
@Rahil,
I remember that he mentioned about 'infinitely many different planes' and 'infinitely many different levels' of imaginary numbers.
Are you sure, quaternions?
I remember that he mentioned about 'infinitely many different planes' and 'infinitely many different levels' of imaginary numbers.
Are you sure, quaternions?
Answer:
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