Solution to the Riemann Zeta Hypothesis:
0=1(0^1/1^0)
Where: Cartesian x=0
Where: Cartesian y=1
“1 is the only real number…”
Benjamin Homer Lemons
The hypothesis was born out of the assumption that a “zero” is an identity node or “imaginary number” which is a presupposition of 1 for it assumes identity as “undefined.” This assumption logically forces identity as a successor to identity as opposed to appearance of origin, which breaks logical equality. Peano assumptions cannot be saved unless 0=1 and the simplest explanation of the Riemann Zeta Hypothesis is 0=1.
Proof: 0=1(0^1/1^0)
Where: Cartesian x=0
Where: Cartesian y=1
2pi(i)=1=1/2 when 0=1(0^1/1^0)
“If I were to awaken after having slept for a thousand years, my first question would be:
"Has the Riemann hypothesis been proven?” David Hilbert
“It is impossibly difficult to solve.”
Terence Tao
“Imagine humanity is told we have exactly 1 week to fully prove or disprove the Riemann Hypothesis, and if we fail, humanity goes extinct.” “We’d go extinct.”
“Who the f*** is we?”
Benjamin