Mathematical Nanotechnology: Quantum Field Intentionality

Abstract

Considering the finite actions of a field on the matter and the space which used to infiltrate their quantum reality at level particle, methods are developed to serve to base the concept of "intentional action" of a field and their ordered and supported effects (synergy) that must be realized for the "organized transformation" of the space and matter. Using path integrals, these transformations are decoded and their quantum principles are shown.

Short Reviews of the Francisco Bulnes’s Mathematical Research Theory

“…Proof. [15]. A grosso modus, the theorem says to the A), that LAB X , and FISMAT E follow the same metric of acknowledge (in times and advances in research).…”

A Lie-QED-Algebra and their Fermionic Fock Space in the Superconducting Phenomena

“…(2), SO 15 and their topological essency let to see the inherent geometrical properties to an application of our superconductor electrofields as was demostrated in the following lemma [9] and mentioned in [18]: Proof. [9].…”

Introductory Chapter: Advanced Communication and Nano-Processing of Quantum Signals

“…Considering the quantum field theory [2] (QFT) with their second duality principle, that is to say, the duality wave/field applied to certain fermions and bosons, we can give a good fundament on the possible behaviour of these particles and their action with the communication intention [3]. However, it is necessary to consider the invariance of the Maxwell equations in quantum electrodynamics (QED) [1,4], which we can design a form of quantum communication that establishes new paradigms of information transmission through quantum waves. However, in this new communication process, the intertwining concept of the particles is required [5] that will transmit the information via a chain of photons using gauge bosons as supports (selectors or linkers) of the electrodynamic space to their quantum level.…”