1
2
3
4
5
6
7
8
9
10
To exist is to be known, and vice versa. This self-knowing can never be erased after it happened,
otherwise One could not achieve Its purpose. Hence, the memory of the meaning (the essence of
self-knowing) must somehow exist forever, since meaning is the ultimate ontology.
If we analyze the construction of a computer or a robot, we can easily see that each of their parts
is a transistor or a piece of matter that knows nothing of the whole. Clearly, the claim that a
living organism is like a classical machine cannot be correct.
A fractal is a geometric object that appears similar on different scales in the sense that by
enlarging a portion of the object, the same shape is found in its parts. Surprisingly, these objects
can be obtained with simple, recursive algorithms.
A hologram is obtained by dividing a monochromatic light beam in two. The first beam
illuminates the object, and its reflected light is made to interfere with the second beam on a
photographic plate. By illuminating the photographic plate with monochromatic light of the
same frequency, we get a virtual image of the object in three dimensions! A remarkable aspect
of a hologram is that, by illuminating only a portion of it, the same virtual object is reproduced
with less detail.
This “similarity” or homomorphism between symbols and meaning reminds one of
onomatopoeia, which refers to those words (symbols) whose sound (meaning) resembles the
“sound” produced by the things that the words are meant to describe.
There are four aspects of quantum physics that prevent all information from being known: (1)
Heisenberg’s uncertainty principle, (2) the actual quantum state that will manifest cannot be
known, for only its probability can be known, (3) the quantum state of a system cannot be
reproduced, and (4) the entanglement is nonlocal and is not generally knowable. Therefore, the
state of a system could change because it is entangled with another system that may have
interacted with a third system far away without any possible knowledge on our part, even in
principle.
Unitary transformations have been widely adopted by physicists following the mathematical
theory of quantum physics developed by von Neumann in the mid-1930s. These transformations
are reversible, maintain the purity of the quantum state, and require the collapse of the wave
function to produce measurable phenomena in spacetime. The transformations performed by
quantum computers, for example, are strictly unitary. The collapse of the wave function created
the measurement problem that has never been solved.
Leibniz proposed that the universe is created by the interactions of monads in a famous book
entitled Lehrsätze über die Monadologie, published in 1720. Leibniz understood that
consciousness must be the basis of reality and did not approve, on a purely philosophical basis,
of the idea that reality should be controlled by mechanical and coercive laws as proposed by his
contemporary, Newton.
In the Lambda-CDM model, the universe contains three components: (1) a cosmological
constant associated with dark energy (lambda), (2) dark matter called CDM (cold dark matter),
and (3) ordinary matter. This is the simplest model that accounts for the following phenomena:
(1) the cosmic microwave background, (2) the distribution of galaxies, (3) the relative
abundances of hydrogen, deuterium, helium, and lithium, and (4) the accelerated expansion of
the universe.
In physics, the laws are independent from the fields and are imposed “from the outside,”
constituting the second “miracle” that has never been explained. In the new model, the laws