MENTAL
 Main Menu
 Union of Opposites
 MENTAL, a Local and Non-Local Language


MENTAL, a Local and Non-Local Language
 MENTAL, A LOCAL
AND NON-LOCAL
LANGUAGE

"Nature, it seems, is made up of a set of hierarchical and coherent systems, connected to each other in a non-local way." (Ervin Laszlo)

"Everything is non-local. Particles are intimately connected on a level that transcends time and space" (Fred Alan Wolf).



The Local and the Non-Local

The Non-Local in Physics

In classical physics, the local corresponds to the Newtonian view of space and time: In quantum physics, the non-local prevails, i.e.: Some examples of nonlocality in physics: The explanation of nonlocal phenomena lies in the fact that the connection is made in a type of space or dimension that transcends known physical space. It is a meta-space or deep, inner space where everything is connected, and where time also does not exist. In Hinduism, this space is called "Akasha". In any case, the phenomenon is expressible by mathematics, since it transcends the physical world. The famous "hidden variables" of quantum mechanics, which would explain the entanglement phenomenon in the classical way, may be properties of deep space, which are invisible and undetectable.


The non-local and the mind

The local is limitation, restriction. It corresponds to a material, external and superficial vision of the world. The non-local is freedom, it is a non-material, internal, profound and transcendent vision of the world. They correspond to the two poles of consciousness, which are reflected in the cerebral hemispheres: left, superficial; right, deep. The non-local connection is more generic than the local, since the local can be considered as a particular case (or manifestation) of the non-local.

The non-local is either a more subtle physical level (the Akasha of Hinduism) or it is of a mental type. Indeed, the mind belongs to a higher dimension than the physical where everything is related in a non-local way. This is evident, since our thought can be focused wherever we want, independently of space. To think about something is to establish a non-local connection at the mental level.

Although we usually speak of thought, it is actually the imagination, a faculty of the soul, that has this power, which transcends space and time. And when we think, it is always the imagination that initiates the process, so that there are always images that accompany the thinking process. It is impossible to think without imagining.

We can say that quantum physics links with mind and consciousness. At a deep level, everything is the same thing: consciousness.


MENTAL, a Local and non-Local Language

We can establish analogies between the physical and MENTAL non-local world: MENTAL, like mind, is non-local in nature. Abstract space is the place where the expressions of MENTAL "live". In this Environment local and non-local connections can be made between all kinds of expressions, even higher order non-local connections. That is why MENTAL is a language proposal for the Web, because of its ability to relate everything to everything.

In the von Neumann model of computer architecture, memory is linear, sequential. In MENTAL, memory is the Environment, which is relational in nature. For its implementation, that is, for its embodiment at the physical level, the classical model of the von Neumann architecture is not the most suitable, as it is linear in nature. Another type of more flexible model is required to overcome the limitations of this traditional model. These could be Neural Networks (NN), Nonmonotone Neural Networks (NNN), Fractal Neural Networks, FNN), etc.


Simple example of non-local connection

We have already included examples of linked, interlinked, self-linked and self-interlinked expressions, which are types of non-local connections [see MENTAL Language- Expressions].

In MENTAL, local connections are made by non-generic expressions. Non-local connections are made by generic expressions.

Simple examples of local expressions are: In this case, there is a local, proximity connection between the expressions a, b and c, as well as between x, "=" and (a b c). Similarly for the second expression. Both expressions, in turn, have a locality or proximity relationship, both spatially (sequential relationship) and temporally (the expressions are evaluated in sequence).

A non-local expression allows connecting or interrelating components of both expressions. For example, such that, if we vary x and/or y, the evaluation of z will automatically change: By means of z, we have made a non-local connection between two different expressions. We could also establish higher-order non-local connections, for example: In this case we have a second-order non-local connection. In general, we could have a network of relations, local and non-local (of different orders) in the abstract space.



Bibliography