Papers by Daniel W. Cunningham
 
   The real core model and its scales,
Annals of Pure and Applied Logic,  vol. 72 (1995),  pp. 213-289.   APAL  [Math. Reviews]  [Zentralblatt]

   Is there a set of reals not in K(R)?,
Annals of Pure and Applied Logic,  vol. 92 (1998),  pp. 161-210.   APAL  [Math. Reviews]  [Zentralblatt]

   The fine structure of real mice,
Journal of Symbolic Logic,  vol. 63 (1998),  pp. 937-994.   JSTOR   [Math. Reviews]  [Zentralblatt]

   A covering lemma for L(R),
Archive for Mathematical Logic, Volume 41, Issue 1 (2002), pp. 49-54.   AML  [Math. Reviews]  [Zentralblatt]

   Scales and the fine structure of K(R). Part I: Acceptability above the reals, Mathematics ArXiv, (2006), math.LO/0605445.

   Scales and the fine structure of K(R). Part II: Weak real mice and scales, Mathematics ArXiv, (2006), math.LO/0605448.

   Scales and the fine structure of K(R). Part III: Scales of minimal complexity, Mathematics ArXiv, (2006), math.LO/0605449.

   A covering lemma for K(R), Archive for Mathematical Logic, Volume 46, Issue 3-4 (2007), pp. 197-221.   AML  [Math. Reviews]

   A covering lemma for HOD of K(R), Notre Dame Journal of Formal Logic, Volume 51, Number 4 (2010), pp. 427-442.   NDJFL  [Zentralblatt]

   Scales of minimal complexity in K(R), Archive for Mathematical Logic, Volume 51, Issue 3-4 (2012), pp. 319-351.  AML  [Math. Reviews] [Zentralblatt]

   Strong partition cardinals and determinacy in K(R), Archive for Mathematical Logic,  Volume 54, Issue 1-2 (2015), pp. 173-192. AML  [Math. Reviews]  [zbMATH]

   A strong partition cardinal above Θ, Archive for Mathematical Logic, Volume 56, Issue 3-4 (2017), pp. 403–421, view-only version. AML  [Math. Reviews

   A diamond principle consistent with AD, Notre Dame Journal of Formal Logic, Volume 58, Number 3 (2017), pp 397–407.   NDJFL   [Math Reviews]

  Why does trigonometric substitution work?, International Journal of Mathematical Education in Science and Technology,
Vol. 49, No. 4 (2018), pp. 588–593.  IJMEST

  A diamond-plus principle consistent with AD
, submitted.