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Le 25/02/2025 à 22:47, Richard Hachel a écrit :
> Le 25/02/2025 à 21:38, Python a écrit :
>> Le 25/02/2025 à 21:07, Richard Hachel a écrit :
>>> Le 25/02/2025 à 18:21, Jim Burns a écrit :
> 
>>> For me, the definition must be extended to all powers of x such that i^x=-1.
>> 
>> This property is contradictory.
> 
>  Absolutely not.
> 
>  Tu n'as toujours pas compris (comme tu n'as toujours pas compris toutes les 
> équations que j'ai données 
> pour bonifier et rendre plus compréhensible la relativité restreinte). 
> 
>  This is not inserting a contradictory property, contradictory properties, in 
> all my special relativity, I have knocked them out.
> It is the complete opposite of my personality to propose contradictory 
> properties.

It is actually a perfectly accurate definition of your personality. In 
addition to fatuity, ignorance and dishonesty.


> On the contrary, it is a fantastic basic principle that is affirmed.
> We extend the property of the imaginary number i to all powers of i. The 
> definition of i is then clearly named, and given.
> The imaginary number i is a very useful imaginary number to perform many 
> operations and whose definition is the invariance of its nature whatever the power 
> that we give it.
> i^x=-1 whatever x. We see that i is the antithesis of 1.
> It then becomes obvious that i^(1/2)=-1 and that i²=-1 as many say. But this is 
> not enough if they believe that i²*i²=1.
> Here, there is a bias, we use a real operation on an imaginary structure. We 
> must set i²*i²=i^4=-1.
> This is NOT contradictory. It is an intrinsic part of my (Nazi) ideology.
> 
> R.H.