시공간 (Korean Wikipedia)

Analysis of information sources in references of the Wikipedia article "시공간" in Korean language version.

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aps.org

aps.org

journals.aps.org

link.aps.org

archive.org

arxiv.org

  • Scherr, Rachel E.; Shaffer, Peter S.; Vokos, Stamatis (July 2001). "Student understanding of time in special relativity: Simultaneity and reference frames" (PDF). American Journal of Physics. 69 (S1): S24–S35.
  • Weinstein, Galina (2012). "Max Born, Albert Einstein and Hermann Minkowski's Space–Time Formalism of Special Relativity". arXiv:1210.6929
  • Kastrup, H. A. (2008). "On the advancements of conformal transformations and their associated symmetries in geometry and theoretical physics". Annalen der Physik. 520 (9–10): 631–690. arXiv:0808.2730.
  • Byers, Nina (1998). “E. 대칭과 보존 법칙 사이의 깊은 연결에 대한 Noether의 발견”. arXiv:physics/9807044. 
  • Franklin, Jerrold (2010). "Lorentz contraction, Bell's spaceships, and rigid body motion in special relativity". European Journal of Physics. 31 (2): 291–298. arXiv:0906.1919
  • Carroll, Sean M. (2 December 1997). "Lecture Notes on General Relativity". arXiv:gr-qc/9712019.
  • Williams, R. K. (2004). "Collimated escaping vortical polar e−–e+ jets intrinsically produced by rotating black holes and Penrose processes". The Astrophysical Journal. 611 (2): 952–963. arXiv:astro-ph/0404135.
  • Kuroda, Takami; Kotake, Kei; Takiwaki, Tomoya (2012). "Fully General Relativistic Simulations of Core-Collapse Supernovae with An Approximate Neutrino Transport". The Astrophysical Journal. 755 (1): 11. arXiv:1202.2487.
  • Everitt; et al. (2011). "Gravity Probe B: Final Results of a Space Experiment to Test General Relativity". Physical Review Letters. 106 (22): 221101. arXiv:1105.3456.
  • Iorio, L. (February 2017). "A comment on "A test of general relativity using the LARES and LAGEOS satellites and a GRACE Earth gravity model. Measurement of Earth's dragging of inertial frames," by I. Ciufolini et al". The European Physical Journal C. 77 (2): 73. arXiv:1701.06474.
  • Deser, S. (1970). "Self-Interaction and Gauge Invariance". General Relativity and Gravitation. 1 (18): 9–8. arXiv:gr-qc/0411023.
  • Strominger, Andrew (2017). "Lectures on the Infrared Structure of Gravity and Gauge Theory". arXiv:1703.05448. ...redacted transcript of a course given by the author at Harvard in spring semester 2016. It contains a pedagogical overview of recent developments connecting the subjects of soft theorems, the memory effect and asymptotic symmetries in four-dimensional QED, nonabelian gauge theory and gravity with applications to black holes. To be published Princeton University Press, 158 pages."
  • Tegmark, Max (1 April 1997). "On the dimensionality of spacetime". Classical and Quantum Gravity. 14 (4): L69–L75. arXiv:gr-qc/9702052.
  • Feng, W.-X. (3 August 2022). "Gravothermal phase transition, black holes and space dimensionality". Physical Review D. 106 (4): L041501. arXiv:2207.14317

bnf.fr

gallica.bnf.fr

  • Close [28] Cartan, É.; Fano, G. (1955) [1915]. "La théorie des groupes continus et la géométrie". Encyclopédie des Sciences Mathématiques Pures et Appliquées. 3 (1): 39–43. (Only pages 1–21 were published in 1915, the entire article including pp. 39–43 concerning the groups of Laguerre and Lorentz was posthumously published in 1955 in Cartan's collected papers, and was reprinted in the Encyclopédie in 1991.)

books.google.com

bourbaphy.fr

caltech.edu

feynmanlectures.caltech.edu

doi.org

  • Galison, Peter Louis (1979). "Minkowski's space–time: From visual thinking to the absolute world". Historical Studies in the Physical Sciences. 10: 85–121. doi:10.2307/27757388.
  • Tangherlini, F. R. (1963). "Atoms in Higher Dimensions". Nuovo Cimento. 14 (27): 636. doi:10.1007/BF02784569.

edition-open-sources.org

gsu.edu

hyperphysics.phy-astr.gsu.edu

harvard.edu

ui.adsabs.harvard.edu

  • Einstein, Albert (1905). "On the Electrodynamics of Moving Bodies ( Zur Elektrodynamik bewegter Körper)". Annalen der Physik. 322 (10): 891–921. Bibcode:1905AnP...322..891E.
  • Williams, R. K. (1995). "Extracting X rays, Ύ rays, and relativistic e−–e+ pairs from supermassive Kerr black holes using the Penrose mechanism". Physical Review D. 51 (10): 5387–5427. Bibcode:1995PhRvD..51.5387W.
  • Kreuzer, L. B. (1968). "Experimental measurement of the equivalence of active and passive gravitational mass". Physical Review. 169 (5): 1007–1011. Bibcode:1968PhRv..169.1007K.
  • Bartlett, D. F.; Van Buren, Dave (1986). "Equivalence of active and passive gravitational mass using the moon". Phys. Rev. Lett. 57 (1): 21–24. Bibcode:1986PhRvL..57...21B.
  • Rosen, N. (1940). "General Relativity and Flat Space I". Physical Review. 57 (2): 147–150. Bibcode:1940PhRv...57..147R.
  • Weinberg, S. (1964). "Derivation of Gauge Invariance and the Equivalence Principle from Lorentz Invariance of the S-Matrix". Physics Letters. 9 (4): 357–359. Bibcode:1964PhL.....9..357W.
  • Bondi, H.; Van der Burg, M.G.J.; Metzner, A. (1962). "Gravitational waves in general relativity: VII. Waves from axisymmetric isolated systems". Proceedings of the Royal Society of London A. A269 (1336): 21–52. Bibcode:1962RSPSA.269...21B.
  • Sachs, R. (1962). "Asymptotic symmetries in gravitational theory". Physical Review. 128 (6): 2851–2864. Bibcode:1962PhRv..128.2851S.

articles.adsabs.harvard.edu

lightandmatter.com

  • Crowell, Benjamin (2000). General Relativity. Fullerton, CA: Light and Matter. pp. 241–258.

lindahall.org

mit.edu

space.mit.edu

nationalgeographic.com

news.nationalgeographic.com

nih.gov

ncbi.nlm.nih.gov

nobelprize.org

nytimes.com

phys.org

physicsworld.com

projecteuclid.org

researchgate.net

stanford.edu

plato.stanford.edu

einstein.stanford.edu

tcd.ie

maths.tcd.ie

technologyreview.com

ucr.edu

math.ucr.edu

universetoday.com

utm.edu

iep.utm.edu

web.archive.org

wikipedia.org

en.wikipedia.org

  • 푸앵카레가 채택한 작동 절차는 아인슈타인 동기화(Einstein synchronisation)로 알려진 절차와 본질적으로 동일했지만, 19세기 중반에 전신 기사에 의해 이미 널리 사용된 절차였다. 기본적으로 두 개의 시계를 동기화하려면 하나에서 다른 시계으로 광 신호를 깜박이고 플래시가 도달하는 데 걸리는 시간을 조정한다.
  • 예를 들어, 로런츠 군은 4차원의 등각군(conformal group)의 부분군이다. 로런츠 군은 평면을 평면으로 변환하는 라구에레 군(Laguerre group)과 동형isomorphic이며, 그것은 평면의 뫼비우스 군과 동형이며, 쌍곡선 모형(hyperboloid model)으로 종종 표현되는 쌍곡공간의 등형 군과 동형이다.
  • 데카르트 평면에서 일반 회전은 원을 변경하지 않은 상태로 유지한다. 시공간에서 쌍곡선 회전은 쌍곡선 메트릭(hyperbolic metric)을 유지한다.
  • 모든 실험이 적색편이 측면에서 효과를 특징짓는 것은 아니다. 예를 들어, 쿤디그 실험(Kündig experiment)은 원심분리기 로터의 중심에 설치된 뫼스바우어Mössbauer 소스 설정과 림에 있는 흡수기를 사용하여 횡방향 청색편이를 측정하기 위해 설정되었다.
  • 신속도는 자연스럽게 로런츠 그룹의 리 대수 내에서 순수 부스트 생성기의 좌표로 발생한다. 마찬가지로, 회전 각도는 리 대수에서 순수 회전 생성기의 좌표(모듈로 2π)로 자연스럽게 발생한다. (그들은 함께 전체 리 대수학을 좌표화한다.) 주목할 만한 차이점은 회전 각도에서 회전은 주기적인 반면, 가속도는 주기적인 것이 아니라 일대일이라는 것이다. 부스트와 회전의 유사성은 형식적인 유사성이다.

wikisource.org

en.wikisource.org

wolfram.com

mathworld.wolfram.com

  • Rowland, Todd. "Manifold". Wolfram Mathworld. Wolfram Research. Retrieved 24 March 2017.

zenodo.org