Q++ and a Non-standard Model: The Digital World Theory V. 2 - Quantum Programming Language and Implementation Considerations
Lucian Miti Ionescu
Q++ and a Non-standard Model: The Digital World Theory V. 2 - Quantum Programming Language and Implementation Considerations
Lucian Miti Ionescu
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The book is a rich supply of mathematical-physics and computer science inciting ideas.
Space and time are discrete coordinates attached to a quantum computation flowing through a causal structure. They are finally unified by a generalized Wick rotation.
Everything , including free motion is random teleportation at the speed of light in the Quantum Dot Resolution formalism. In this way special relativity and quantum mechanics become simple consequences.
There is only one elementary particle: the qubit, with its dual manifestations as leptons and quarks.
Quarks correspond to prime numbers in the ultimate particle physics theory where Galois Theory meets Klein’s Geometrization Program: Number Theory!
The Homological Feynman Path Integral the framework for Quantum Gravity.
Entropy is a generator of mass and the logarithm of quark mass indexes are close to 2,3 5,7, 11,13! Are there more then three generations?
… and much more.
The reader will have to choose from this all-quantized-buffet , based on taste and background. Quantum Field Theory is brought to the masses, as a theory of Quantum Information Flow on Quantum Circuits. The high level quantum programming language is Q++ and the mathematics-physics language is the Homological Feynman Path Integral.
Implementation considerations are proposed in the framework of the DWT, where quantum interactions are viewed as quantum communications, motion is modeled as teleportation, quantum gravity is an entropy effect and energy-matter-space-time and quantum information are unified.
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