Probabilistic Interpretation and the Quantum Theory of Measurement
スポンサーリンク
概要
- 論文の詳細を見る
The logical foundation of the probabilistic interpretation of quantum-mechanical states is re-examined in view of Fukuda's new theory of measurement. We suggest that the probabilistic interpretation could be viewed as a natural consequence of the reduction of states upon measurement, rather than an a priori ansatz contained in the "external observation" framework of quantum mechanics.
- 一般社団法人日本物理学会の論文
- 1988-02-25
著者
-
Maki Ziro
Department of Physics, Kinki University
-
Maki Ziro
Reseach Institute For Fundamental Physics Kyoto University
関連論文
- Left-Right Symmetric Model from Geometric Formulation of Gauge Theory in M_4×Z_2×Z_2 : Particles and Fields
- Grand Unification from Gauge Theory in M_4×Z_N : Particles and Fields
- On the Mass Term of Sub-Hadronic Systems
- A New Scheme for η'-η-Glueball Mixing
- A Quark Model Test by Radiative Processes of η and η' Mesons
- Violation of the Vacuum Symmetry, Decay Constants and the Mixing of "η" Mesons
- Possible C-Nonconserving Interactions and Models of Elementary Particles
- Axial-Vector Current Anomaly, Decay Constants, and η-η'-η_c Problem in an N-Flavour Quark Model
- An Improved Mass Formula for 0^-.Mesons in Broken SU(4)-Model for New Particles
- "ψ" Particles in the Quartet Model. II
- "ψ" Particles in the Quartet Model
- A Note on the Leptonic Decays of Charmed Mesons
- Mixing Effect between Particles and Resonances
- Quartet Scheme of Hadrons in Chiral U(4)⨂U(4)
- Fundamental Quartets and Chiral U(4)⊗U(4)
- An Algebraic Approach to the Quantum Theory of Measurements : General and Mathematical Physics
- A Subnuclear Approach to "ψ" Particles
- Contemplating the Possible Number of Quark-Lepton Generations
- Opening Address
- A Note on the PCAC Relation
- π^0→2γ Decays in Relativistic Composite Models
- Preface
- Masses and Decay Constants of Charmed Mesons
- Grand Unification from Gauge Theory in M_4×Z_N : Particles and Fields
- Probabilistic Interpretation and the Quantum Theory of Measurement. II : General and Mathematical Physics
- Probabilistic Interpretation and the Quantum Theory of Measurement