C. W. F. Everitt and26coauthors; full original byline at archive. Cited abstract and experimental method: four cryogenic gyroscopes, geodetic and frame-dragging drift measurements. No expansion of author initials is inferred.

By Dave Strickland, Trevor Ponman and Ian Stevens, as on the archive byline. Astronomy and Astrophysics320,378–394(1997); preprint1996. Cited abstract: separation of diffuse and point emission, extended wind emission and comparison with shocked clouds rather than freely expanding wind.

Authored technical account. Cited passages: abstract, central disk-like structures, bar-driven gas redistribution and complementary observational diagnostics.

Official mission-team announcement, 12 September 2013: www.nasa.gov/news-release/nasa-spacecraft-embarks-on-historic-journey-into-interstellar-space/ . Cited passage: plasma-wave observations in April 2013, inferred electron density and the retrospective August 2012 heliopause crossing.

Official mission record: heasarc.gsfc.nasa.gov/docs/heao1/heao1.html . Cited passages: mission characteristics, instruments and scientific highlights, including A2 cosmic X-ray background measurement.

Official IAEA nuclear-model input library: www-nds.iaea.org/RIPL-3/ . Cited segments: LEVEL DENSITIES and NEUTRON RESONANCES; definitions, total and spin/parity-dependent densities, normalization to discrete levels and resonance spacings. The associated 2009 Nuclear Data Sheets paper has a multi-author byline; this card identifies the institutional library itself.

Primary text: www.eoas.ubc.ca/~cschoof/groundingline2.pdf

Journal of Fluid Mechanics 679, pp. 122–155, DOI doi.org/10.1017/jfm.2011.129

Cited passages: Introduction and Section 2, printed pp. 124–125, constant-viscosity planar model with linear basal slip; Sections 5–6, pp. 149–151, coupling and effective grounding-line thickness/flux conditions. Used to distinguish boundary-layer matching from an unexplained universal cubic-flux coefficient; any elementary patched-model algebra in the wiki is identified as an illustrative closure.

Primary text: arxiv.org/pdf/0808.2488

Cited passage: Section 1, pp. 1–2, pressure limit and reversible heat-engine argument, distinguishing liquid-supplied ice-lens growth from simple expansion on freezing. Title page identifies Kenneth G. Libbrecht, California Institute of Technology.

Primary text: arxiv.org/pdf/1507.02105

Cited passage: Section 7, equations (17)–(19), printed pp. 13–14: normalized exponentially decreasing volume-density prior, Gaussian parallax likelihood and posterior including non-positive measured parallaxes. Author and Max Planck Institute affiliation verified on the title page. DOI: doi.org/10.1086/683116

Primary text: www.astro.ru.nl/~onnop/education/stev_utrecht_notes/chapter1-4.pdf

Author course site: www.astro.ru.nl/~onnop/education/stev_utrecht_notes/

Cited passage: Section 3.4, printed pp. 33–35, especially the footnote on p. 34 defining the three adiabatic exponents and their relation. Utrecht lecture notes; the author and September 2011 date appear on the title page.

Astrophysical Journal Letters 714, L238. Sections I–III motivate wind-driven currents and interior electrical dissipation.

Journal of Geophysical Research: Oceans 109, C03025. Sections 1–2 explain buoyancy of suspended ice and coupled mixture, heat and salt balances. The depth-averaged ice-shelf model also treats crystal growth and precipitation; the wiki equilibrium wall-plume invariant is explicitly a simpler idealization.

Publications of the Astronomical Society of Japan 30(4), 671–679. The original abstract states the perpendicular frozen-field threshold $\Sigma /B<1/(2\pi \sqrt{G})$ in Gaussian units and the pressure-stabilized short-wave branch.

Primary text: arxiv.org/pdf/1011.0240

Cited passages: Section I, equation(2), R+R-squared gravity/scalar representation; Section IV, equation(26), first potential term of pure R+R-squared model. Their Ricci-sign convention differs from some cosmology texts; wiki action declares its convention. Authors and affiliations verified on title page. Physical Review D83,063512(2011).

Primary text: arxiv.org/pdf/astro-ph/9609079

Author paper page: background.uchicago.edu/~whu/damp/damppage.html

Cited passages: Sections 2.1–2.2, photon Boltzmann equations and diffusion/reionization damping mechanisms. ArXiv submission1996; Astrophysical Journal479,568–579(1997). Authors verified on title page.

Primary text: arxiv.org/pdf/astro-ph/0003278

Cited passages: Sections II–V, equations (5)–(8), (18)–(19), (29): gauge-invariant uniform-density curvature, nonadiabatic-pressure/gradient conditions and generalized adiabatic perturbations. Title page author list inspected: David Wands, Karim A. Malik, David H. Lyth, Andrew R. Liddle. Only the first-author name is used by the source header; no unverified personal metadata added.

Primary text: arxiv.org/pdf/astro-ph/0210603

Cited passage: Section 4.2, two scalars and a graviton correlator and squeezed-limit coordinate-rescaling interpretation. Title page verifies Juan Maldacena, Institute for Advanced Study. Original arXiv submission2002; Journal of High Energy Physics2003(05)013.

By Máximo Bañados, Claudio Teitelboim and Jorge Zanelli. Physical Review Letters 69, 1849–1851 (1992). The author names follow the published byline; the arXiv v3 upload is dated 2001 and reproduces the published version.

Cited passages: equations (1)–(3), negative cosmological constant, lapse/shift metric and horizon roots; discussion after equation (6), horizon thermodynamics; final geometric discussion, locally anti-de Sitter solution with discrete identifications. The article's entropy normalization sets its gravitational coupling; restore G when comparing perimeter entropy formulas.

Original chapter 7, pp. 227–264, in Gravitation: an introduction to current research. Author reprint: arxiv.org/abs/gr-qc/0405109

Section 5.1, equations 5.1–5.2, reprint p. 16: asymptotic energy and momentum surface integrals. Section 5.2, reprint pp. 16–17: coordinate invariance and Lorentz four-vector interpretation. The paper's gravitational-unit normalization differs from the conventional factor 1/(16 pi) in geometrized units.

Institutional republication record verifies Richard Arnowitt, Stanley Deser and Charles W. Misner: authors.library.caltech.edu/records/9mht9-ktb09

Physical Review D65,043514. SectionII.A, equations1–3, defines averaged energy/velocity and loop losses; equation5 evolves the network velocity.