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Bassi A., Goldstein S., Tumulka R., Zanghì N. (eds.) Physics and the Nature of Reality: Essays in Memory of Detlef Dürr

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Bassi A., Goldstein S., Tumulka R., Zanghì N. (eds.) Physics and the Nature of Reality: Essays in Memory of Detlef Dürr
Springer, 2024. — 440 p.
Preface
Contributors
Recollections
Some Things I Have Learned From Detlef Dürr
Detlef Dürr's Path from Mechanics of the Brownian Motion to the Mechanics of the Quantum World: a Personal Point of View
Detlef the Adventurer
Foundations of Quantum Mechanics
Why Bohm and Only Bohm?
The Prodigy That Time Forgot: The Incredible and Untold Story of John von Newton
Bohmian Collapse
Generic Contextuality
The Wentaculus: Density Matrix Realism Meets the Arrow of Time
Bohmian Mechanics as a Practical Tool
Eigenstates in the Many Interacting Worlds Approach: Focus on 2D Ground States
Are There Observational Differences Between Bohmian Mechanics and Other Interpretations?
A Tentative Completion of Quantum Mechanics
Relativistic Quantum Theory
Space–Time–Matter
Detection Time of Dirac Particles in One Space Dimension
The Bohmian Solution to the Problem of Time
Some Often Loosely Used Concepts with Potentially Problematic Implications
Probability Conservation for Multi-time Integral Equations
Vacuum Polarisation Without Infinities
Mathematical Physics
The Arrow of Time
The Ergodic Hypothesis: A Typicality Statement
A Simple Mathematical Framework for Learning and Teaching Probability Theory
Asymptotic Analysis of the Weakly Interacting Bose Gas: A Collection of Recent Results and Applications
A Study of the Radiation-Reaction on a Point Charge that Moves Along a Constant Applied Electric Field in an Electromagnetic normal upper B Subscript normal o normal p normal pBopp–Landé–normal upper T Subscript normal h normal o normal m normal a normal sThomas–normal upper P Subscript normal o normal d normal o normal l normal s normal k normal yPodolsky Vacuum
Revisiting Quantum Mechanical Zero-Range Potentials
Philosophy of Physics
Situated Observation and the Quantum Measurement Problem
Why the Book of Nature is Written in the Language of Mathematics
Bohmian Mechanics as Cartesian Science
Who’s Afraid of the Measurement Problem?
The Changing Bell View of Beables: A Forgotten Story
Probability and Typicality in Statistical Mechanics
The History of Moral Certainty as the Pre-history of Typicality
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