CLARIFYING SPACETIME CONCEPTS IN STRING THEORY
Kiara Johnana , Department of Philosophy, Uppsala University, Uppsala, SwedenAbstract
String theory, a framework in theoretical physics aiming to unify the fundamental forces of nature, proposes a radically different conception of spacetime compared to classical theories. This abstract seeks to clarify the conceptual underpinnings of spacetime in string theory, addressing both its implications and differences from conventional models.
In classical physics, spacetime is viewed as a four-dimensional continuum described by Einstein's theory of General Relativity, where the fabric of spacetime is influenced by the presence of mass and energy. However, string theory extends this notion, introducing a higher-dimensional framework where fundamental objects are one-dimensional "strings" rather than point-like particles. These strings vibrate at different frequencies, and their vibrational modes correspond to various particles and forces in the universe.
String theory posits that spacetime itself is not merely a backdrop but is intrinsically linked to the structure of the strings. The theory suggests that our familiar four-dimensional spacetime is embedded within a higher-dimensional space—typically 10 or 11 dimensions, depending on the version of the theory. This higher-dimensional framework implies that the additional dimensions are compactified, meaning they are curled up and not directly observable at everyday scales.
A crucial aspect of spacetime in string theory is the concept of "brane" dynamics. Branes are multidimensional objects that can exist within the higher-dimensional space, and our universe might be a 3-dimensional brane embedded in a higher-dimensional space. The interactions between strings and branes, and among different branes, play a significant role in shaping the physical laws and constants observed in our universe.
Furthermore, string theory introduces the idea of spacetime having a fundamentally quantum nature. Unlike in classical theories, where spacetime is a smooth continuum, string theory suggests that spacetime at very small scales may exhibit quantum fluctuations. These fluctuations are a consequence of the fundamental strings' interactions and can lead to new phenomena, such as the potential for a unified theory of quantum gravity.
This conceptual clarification highlights that spacetime in string theory is a dynamic, multi- dimensional entity that is deeply intertwined with the fundamental nature of particles and forces. The implications of these ideas extend beyond mere theoretical curiosity, offering potential insights into unresolved issues in physics, such as the unification of general relativity and quantum mechanics, and the origins of the universe.
Keywords
Spacetime, String Theory, Conceptual Clarification
References
Healey, R. (2007). Gauging what’s real: The conceptual foundations of contemporary gauge theories. Oxford: Oxford University Press.
Hori, K., Katz, S., Klemm, A., Pandharipande, R., Thomas, R., Vafa, C., et al. (2003).
Mirror symmetry. Providence, RI: American Mathematical Society.
Huggett, N. (2017). Target space ≠ space. Studies in History and Philosophy of Modern Physics, 59, 81–88.
Huggett, N., & Wüthrich, C. (2013). Emergent spacetime and empirical (in)coherence.
Studies in History and Philosophy of Modern Physics, 44, 276–285.
Johnson, C. V. (2003). D-branes. Cambridge: Cambridge University Press.
Kikkawa, K., & Yamasaki, M. (1984). Casimir effects in superstring theories. Physics Letters, B149, 357–360.
Knox, E. (2013). Effective spacetime geometry. Studies in History and Philosophy of Modern Physics, 44, 346–356.
Knox, E. (2017). Physical relativity from a functionalist perspective. Studies in History and Philosophy of Modern Physics.
Lam, V., & Wüthrich, C. (2018). Spacetime is as spacetime does. Studies in History and Philosophy of Modern Physics.
Maldacena, J. M. (1998). The large N limit of superconformal field theories and supergravity. Advances in Theoretical and Mathematical Physics, 2, 231–252.
Matsubara, K. (2013). Realism, underdetermination and string theory dualities. Synthese, 190(3), 471–489.
Norton, J. D. (2015). The hole argument. In E. N. Zalta (Ed.), The Stanford Encyclopedia of Philosophy. Fall 2015 edition.
Polchinski, J. (1998). String theory (2 volumes). Cambridge: Cambridge University Press. 14.Polchinski, J. (2017). Dualities of fields and strings. Studies in History and Philosophy of
Modern Physics, 59, 6–20.
Read, J., & Møller-Nielsen, T. (2018). Motivating dualities. Synthese. https://doi.org/10.1007/s11229-018-1817-5
Read, J. (2016). The interpretation of string theoretic dualities. Foundations of Physics, 46(2), 209–235.
Rickles, D. (Ed.). (2008). Quantum gravity: A primer for philosophers. In The Ashgate companion to contemporary philosophy of physics (pp. 262–365). Aldershot: Ashgate Publishing Limited.
Rickles, D. (2011). A philosopher looks at string theory dualities. Studies in the History and Philosophy of Modern Physics, 42, 54–67.
Rickles, D. (2013a). AdS/CFT duality and the emergence of spacetime. Studies in History and Philosophy of Modern Physics, 44, 312–320.
Rickles, D. (2013b). Mirror symmetry and other miracles in superstring theory. Foundations of Physics, 43(1), 54–80.
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