Naked Science Forum
On the Lighter Side => New Theories => Topic started by: Ve9aPrim3 on 17/02/2018 06:15:47
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Finally! I think I may have found the condensed version that every one can understand. What I have been begging for everyone to understand.
f(x)=x
f(-x)≠x
f(yz)=(f(x)≠x)±(0/1)
(x,y,z)=f(x)+f(yz)
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Try explaining it in words and we will check your understanding.
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the condensed version that every one can understand
Put me down as a failure.
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Finally! I think I may have found the condensed version that every one can understand. What I have been begging for everyone to understand.
f(x)=x
f(-x)≠x
f(yz)=(f(x)≠x)±(<1/≥1)
(x,y,z)=f(x)+f(yz)
Dude ,
ƒ: Rn = 0
ƒ: Rn = ƒ: Rn
ƒ:x=y=z=t=λ=0
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Dude ,
ƒ: Rn = 0
ƒ: Rn = ƒ: Rn
ƒ:x=y=z=t=λ=0
Dude,
That may as well be mandarin to me.
Let me further clarify... or at least try.
f(yz)=(f(x))/2 (as long as i'm here, "/2" is supposed to mean rotated by 180 degrees)
Now find the intercept point! Singular!
(x,y,z)
You end up with Infinite Non-answers and just 1 answer.
-or-
∅=∞
-or-
"±" = "=≠"
Balancing equations with "±" just means it's "= AND ≠"
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Dude ,
ƒ: Rn = 0
ƒ: Rn = ƒ: Rn
ƒ:x=y=z=t=λ=0
Dude,
That may as well be mandarin to me.
Let me further clarify... or at least try.
f(yz)=(f(x))/2 (as long as i'm here, "/2" is supposed to mean rotated by 180 degrees)
Now find the intercept point! Singular!
(x,y,z)
You end up with Infinite Non-answers and just 1 answer.
Your math looks ''Mandarin'' to me.
R represents real number dimensional space, n is any dimension, the function of any Universe would be ƒ: Rn = 0 because 0 = infinite.
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R represents real number dimensional space, n is any dimension, the function of any Universe would be ƒ: Rn = 0 because 0 = infinite.
But
IF
(x,y,z)=(f(x)=x)+(f(x)≠x)±(<1/≥1)
TRUE
THEN
0=1
ELSE
0=0
Which I suppose could be writen as
(x,y,z)=(f(x)=x)+(f(x)≠x)±(0/1)
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An argument between thebox and Ve9aPrim3
I may have to buy popcorn.
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OP has requested all further discussion be directed to https://www.thenakedscientists.com/forum/index.php?topic=72397.0
So this topic is now locked