Re: Is there a possibility to have more than one ZERO vector in a space!?

[José Carlos Santos]

m7ossny wrote:

> Another zero named ZERO3 whare d(ZERO3)=d(ZERO1)=d(ZERO2)=0

Please don't top-post. If you want to know what's that and why you
shouldn't do it, read

http://www.caliburn.nl/topposting.html

or

                                www.html-faq.com/etiquette/?toppost">http://www.html-faq.com/etiquette/?toppost

Now, concerning Daniel W. Johnson's question

   What do you get for ZERO1 + ZERO2 ?

the answer (which is a consequence of your second axiom) is ZERO1. And
(for the same reason) it is also ZERO2. Therefore, ZERO=1 = ZERO2.

Best regards,

Jose Carlos Santos