The Fundamental Solution to Economics | Open Access Journals

The Fundamental Solution to Economics

Paul TE Cusack*

Eng, Dule 1641 Sandy Point Rd, Saint John Nb, Canada

*Corresponding Author:
Paul TE Cusack
Eng, Dule 1641 Sandy Point Rd, Saint John Nb, Canada
E-mail:
st-michael@hotmail.com

Received date: 10/05/2016 Accepted date: 24/05/2016 Published date: 28/05/2016

Visit for more related articles at Research & Reviews: Journal of Statistics and Mathematical Sciences

Keywords

Macroeconomics, Microeconomics, Cusack’s Universe, Wave equation.

The Interest Formula

If the Interest Formula is (Figure 1):

statistics-and-mathematical-sciences-time-physics

Figure 1: Illustration 1, energy vs. time in physics and economics.

(1+ i)^N

Then,

(1+Rm)^Pi

Rm = Resistance to Mass formation; or the cost of money i.

Pi = time t.

E = Energy = GDP

So, we take the sum of Inputs Interest and Material and Labour which sum to the GDP or Energy:

e^(-t) = Rm + Ln E

Money Supply = M.S. = 7 = 10/sq. rt 2

7.07 = (t-E) + Ln E

8.07E = Ln E

E = 0.868

Quantum Mechanics, Position Equals Velocity

Let,

L = v (L = Position; v = Velocity from Quantum Mechanics) [1]

Integral L = Integral v

Money Supply = M.S = L

Integral L = L

M.S. = L = v

The Super-force and the Grand Unified Theory [2]

M.S. = sin theta = F = Ma = P = Mv = Super-force

F = 8/3 = 2.667

Money Supply/ Individual’s Money = M.S./I.M = sin theta * M

8.3 = sin theta M^2

8/3 = 0.8415 M^2

M = 3.16~Pi = t

I.M. = Pi^2 = 1.7802

Pi^2/11521 = 1.7802/115 = 1.548~1.5

Mass Gap = 1/G where G = 2/3 = Gravitational Constant.

Since it takes money to make money, the more money one accumulates, the more one has to invest and make more money. It is the same with Mass or matter. Gravity works the same for money as it does for matter.

F = 8/3 = Ma = Mv

a = v = 0.8415

M = F/a = 8/3/0.8415 = 3.1689 = Pi = t

M = t

dM/dt = dt/dt = 1

Integral dM/dt = M = 1

E = 1/t = 1/1 = 1 = World GDP

Golden Mean Energy Parabola

t^2-t-1 = E = e^(-t)

2Ln t-Ln t-0 = -t

Ln t = -t

1/t = 1

t = 1

1/2 *E*t*s = 1/2 (0.868)(1)(4/3) = 1/sq. rt 3

Schrodiner’s Wave Equation

The Wave Equation governs atoms and individuals in an economy..

U+ iV = 1+ (1)(0.618) = 1.618

1.618 = 1/ sqrt (2* PI)* e^k

k = 14.001

Now,(1+ e^t) = 1.73 = eigen vector.

e^t = 0.73

Ln (0.15t) = Ln 0.73

15t = 3.14

t = 2.098

= 2.15

Ln (t)* Ln 2.15 = 3.069 = c

Ln t = t

1/t = t

E = t

Conclusion

The Economy is always seeking to find this Optimum condition. When Individuals seek to save 15% or 1/7 or their Income which is used for Investment, the Economy is functioning “on all cylinders”. It creates an economic situation where the velocity of money is equal to the supply.

Disclosure

There are no funding sources and no conflicts of interest.

References