Interdisciplinary Aspects of the Multiverse Concept
A special issue of Sci (ISSN 2413-4155).
Deadline for manuscript submissions: closed (15 March 2022) | Viewed by 3388
Special Issue Editor
Interests: quantum field theory; quantum gravity; quantum cosmology; traversable wormholes; Casimir effect; quantum information theory; quantum thermodynamics; philosophical foundations of quantum mechanics; multiverse concepts
Special Issues, Collections and Topics in MDPI journals
Special Issue Information
Dear Colleagues,
Summary/Rationale: In the distant past, the concept of a vast cosmos and possible multiplicity of universes was predominantly a philosophical (or theological) concept. However, over the span of the last half-century, proposals for a multiverse have developed as a result of our ongoing scientific understanding of our universe, in combination with our simultaneous perplexity of many of its features. For example, a multiverse can explain the apparent fine-tuning of our universe for life, and especially for sentient life. For many cosmologists, a multiverse has come to be perceived as an inevitable outcome of the quantum mechanical processes that likely produced our universe.
Nevertheless, the increased focus on the multiverse concept has sparked growing attention and debate both within, and between, the scientific and philosophical communities. Disagreement abounds regarding whether the multiverse concept is a proper subject for scientific inquiry or if instead it should be understood primarily as a philosophical concept. This Special Issue of Sci is dedicated to this debate. Papers addressing any aspect(s) of this debate are invited to be submitted for publication in this Sci Special Issue. Papers that pursue interdisciplinary approaches are especially welcome.
Prof. Dr. Gerald Cleaver
Guest Editor
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Keywords
- Cosmology
- Cosmological anthropic principle
- Multiverse hierarchy
- Alternative universe
- Parallel universe
- Universe branching
- Eternal inflation
- String landscape
- Many worlds interpretation
- Observation selection theory
- Predictions and testability.
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