Page 36 - Support James H Hong 洪祥智 in becoming greatest Nobel Prize Scholar

Chapter 8 Solving Millennium Prize Problems Millennium

Challenge (in math).
James H Hong To#1 P / NP question I James H Hong: A: Ex:

results, so all P are in NP (1 + 1 = 2 is a law. So extending all
calculations is made up of law So machine computing is the law,

the fact that logic is also a law-based one.) B: But NP is greater
than P, as evidenced by Pythagorean theorem (NP). As a result,

wisely, all Ps are within the NP, but C: if reverse processing is
required, such as x + y = 3 to find x and y, then NP and P are not
equal

.
James H Hong To#2 Hodge guess: I am James H Hong: A. The

function gives a line, for example y = x is a straight line. B: For
a plane, 3-D, the example is z = x + y and z = x ^ 2 + y ^ 2. C:

set x = a + bi and y = c + di ;; and b and d can be zero. D: set Z
= x + y and: d / dx f(x) = x and d / dy g (y ) = y insert x and y ;;

enter z = x + y ;; z = d / dx f(x) + d / dy g(y) and f(x) = 1 / 2x ^ 2
and g(y) = 1 / 2y ^ 2.James H Hong Extra to Hodge conjecture:
y = X;; y = x is the area under the line, is Area(y') = 1/2 x(y),

and x = y , = 1/2 (x ^ 2), the integral of line is the area;; E: the
integral of the area formula = volume: Ex. 4 pi R ^ 2 = 4/3 pi R

^ 3 integral.

James H Hong To#3 Riemann hypothesis: Me: A: When

applying infinity, the infinity value is infinite, so the real
number is not 1/2. B: imaginary number, root 2 of i, i = (-1),

does not exist in real life. James H Hong

#4或#6 Birch and Swinnerton-Dyer Conjecture: Me: A:
ecliptical curve = y ^ {2} = x ^ {3} + ax + b B: when a = 0 b = 0

y ^ 2 = x ^ 3 ;; y = x ^(3/2) then y and x have an infinite number
of solutions. solved.