Suchergebnisse
Suchergebnisse:
25. Juli 2016 · Quantization of a field theory gives rise to a quantum field theory. The chief philosophical issues raised by quantum mechanics remain when the transition is made to a quantum field theory; in addition, new interpretational issues arise.
- Quantum Computing
1. A Brief History of the Field 1.1 Physical Computational...
- Quantum Mechanics: Consistent Histories Approach
1. Introduction. The consistent histories interpretation of...
- The Kochen-Specker Theorem
The Kochen-Specker theorem is an important and subtle topic...
- Quantum Field Theory
Quantum Field Theory (QFT) is the mathematical and...
- Quantum Computing
22. Juni 2006 · Quantum Field Theory (QFT) is the mathematical and conceptual framework for contemporary elementary particle physics. It is also a framework used in other areas of theoretical physics, such as condensed matter physics and statistical mechanics.
27. Juni 2024 · This text presents an intuitive and robust mathematical image of fundamental particle physics based on a novel approach to quantum field theory, which is guided by four carefully motivated metaphysical postulates. In particular, the book explores a dissipative approach to quantum field theory, which is illustrated for scalar field ...
- Hans Christian Öttinger
- 2018
As such, it has attracted increasing attention from philosophers over the past two decades, beginning to eclipse its predecessor theory of quantum mechanics (QM) in the philosophical literature. Here I survey some central philosophical puzzles about the theory’s foundations.
Abstract. A major obstacle facing interpreters of quantum field theory (QFT) is a proliferation of different theoretical frameworks. This article surveys three of the main available options—Lagrangian, Wightman, and algebraic QFT—and examines how they are related.
22. Juni 2018 · Quantum field theory (QFT) shares many of its philosophical problems with quantum mechanics. This applies in particular to the quantum measurement process and the connected interpretive problems, to which QFT contributes hardly any new aspects, let alone solutions.
Part I sketches the fate of locality and related notions in QFT, then documents the non‐uniqueness unprecedented in ordinary QM but rampant in QFT. Part II presents foundations issues raised by non‐uniqueness.
