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@PhDThesis{	  abusara2011,
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@Article{	  ackermann2015,
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@InCollection{	  afanasjev2013,
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@Article{	  andreyev2013,
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@Article{	  andreyev2018,
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@Article{	  arimoto2014,
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@Article{	  aritomo2013,
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@Article{	  asai2015,
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@Article{	  backe2015,
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  publisher	= {Elsevier B.V.},
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@Article{	  poenaru2011,
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		  Greiner, W.)
		  
		  In this paper they propose changing/extending the concept
		  of Heavy Particle Radiation (which is essentially cluster
		  emission). Also they apply some model to HPR in SHE.
		  
		  Next year (2012) they'll publish another paper in PRC that
		  is basically the same thing, except they expand it to
		  odd-N,Z systems and switch from saying "Heavy Particle
		  Radioactivity" to "Cluster Radioactivity"},
  author	= {Poenaru, D. N. and Gherghescu, R. A. and Greiner, W.},
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  publisher	= {American Physical Society},
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  year		= {2011}
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@Article{	  poenaru2012,
  annote	= {From Duplicate 1 (Cluster decay of superheavy nuclei -
		  Poenaru, D. N.; Gherghescu, R. A.; Greiner, W.)
		  
		  In this paper they propose changing/extending the concept
		  of Cluster Radiation. Also they apply some model to CR in
		  SHE.
		  
		  Last year (2011) they published another paper in PRL that
		  is basically the same thing, except they without odd-N,Z
		  systems and with "Heavy Particle Radioactivity" instead of
		  "Cluster Radioactivity"},
  author	= {Poenaru, D. N. and Gherghescu, R. A. and Greiner, W.},
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  volume	= {85},
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@Article{	  schmidt2001,
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@Article{	  schmidt2016,
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@Article{	  schmidt2018,
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  issn		= {0034-4885},
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}

@Article{	  schuetrumpf2017a,
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  issn		= {2469-9985},
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}

@Article{	  schunck2012,
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		  Satu{\l}a, W. and Sheikh, J.A. and Staszczak, A. and
		  Stoitsov, M. and Toivanen, P.},
  doi		= {10.1016/j.cpc.2011.08.013},
  isbn		= {0010-4655},
  issn		= {00104655},
  journal	= {Comput. Phys. Commun.},
  keywords	= {Angular-momentum projection,Finite
		  temperature,Hartree-Fock,Hartree-Fock-Bogolyubov,High-performance
		  computing,Hybrid programming model,Isospin
		  projection,Multi-threading,Skyrme interaction},
  month		= jan,
  number	= {1},
  pages		= {166--192},
  primaryclass	= {nucl-th},
  title		= {Solution of the Skyrme–Hartree–Fock–Bogolyubov
		  equations in the Cartesian deformed harmonic-oscillator
		  basis.},
  url		= {https://linkinghub.elsevier.com/retrieve/pii/S0010465511002852},
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  year		= {2012}
}

@Article{	  schunck2013,
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  issn		= {1742-6588},
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  title		= {Microscopic description of induced fission},
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		  http://stacks.iop.org/1742-6596/436/i=1/a=012058?key=crossref.ee2ffc6e234f8fe81e712a27c8cb06af},
  volume	= {436},
  year		= {2013}
}

@Article{	  schunck2014,
  archiveprefix	= {arXiv},
  arxivid	= {1311.2616},
  author	= {Schunck, N. and Duke, D. and Carr, H. and Knoll, A.},
  doi		= {10.1103/PhysRevC.90.054305},
  issn		= {0556-2813},
  journal	= {Phys. Rev. C},
  month		= nov,
  number	= {5},
  pages		= {054305},
  title		= {Description of induced nuclear fission with Skyrme energy
		  functionals: Static potential energy surfaces and fission
		  fragment properties},
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  year		= {2014}
}

@Article{	  schunck2015,
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		  and Wild, Stefan M and Higdon, Dave},
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  issn		= {0954-3899},
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  pages		= {034024},
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  url		= {http://stacks.iop.org/0954-3899/42/i=3/a=034024
		  http://stacks.iop.org/0954-3899/42/i=3/a=034024?key=crossref.f0ce6def6734006adcdaeba18c0c91e0},
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}

@Article{	  schunck2015a,
  archiveprefix	= {arXiv},
  arxivid	= {1503.05894},
  author	= {Schunck, N. and McDonnell, J. D. and Higdon, D. and
		  Sarich, J. and Wild, S. M.},
  doi		= {10.1140/epja/i2015-15169-9},
  isbn		= {2015151699},
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  pages		= {169},
  title		= {Uncertainty quantification and propagation in nuclear
		  density functional theory},
  url		= {http://link.springer.com/10.1140/epja/i2015-15169-9},
  volume	= {51},
  year		= {2015}
}

@Article{	  schunck2015b,
  archiveprefix	= {arXiv},
  arxivid	= {1311.2620},
  author	= {Schunck, N. and Duke, D. and Carr, H.},
  doi		= {10.1103/PhysRevC.91.034327},
  issn		= {0556-2813},
  journal	= {Phys. Rev. C},
  month		= mar,
  number	= {3},
  pages		= {034327},
  title		= {Description of induced nuclear fission with Skyrme energy
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  volume	= {91},
  year		= {2015}
}

@Article{	  schunck2016,
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  issn		= {0034-4885},
  journal	= {Rep. Prog. Phys.},
  keywords	= {Review},
  mendeley-tags	= {Review},
  month		= nov,
  number	= {11},
  pages		= {116301},
  publisher	= {IOP Publishing},
  title		= {Microscopic theory of nuclear fission: a review},
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		  http://stacks.iop.org/0034-4885/79/i=11/a=116301},
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}

@Article{	  schunck2016a,
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		  P. and Denisov, V.N. and Dudek, J. and Gao, Y. and
		  Konieczka, M. and Sato, K. and Shi, Y. and Wang, X.B. and
		  Werner, T.R.},
  keywords	= {Angular-momentum projection,Finite
		  temperature,Hartree-Fock,Hartree-Fock-Bogolyubov,High-performance
		  computing,Hybrid programming model,Isospin
		  projection,Multi-threading,Skyrme interaction},
  title		= {Solution of the Skyrme-Hartree-Fock-Bogolyubov equations
		  in the Cartesian deformed harmonic-oscillator basis.:
		  (VIII) HFODD(v2.73r): A new version of the program},
  year		= {2016}
}

@Article{	  schunck2016b,
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}

@Article{	  schunck2017,
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		  B{\c{a}}czyk, P. and Dudek, J. and Gao, Y. and Konieczka,
		  M. and Sato, K. and Shi, Y. and Wang, X.B. and Werner, T.R.},
  doi		= {10.1016/j.cpc.2017.03.007},
  isbn		= {0010-4655},
  issn		= {00104655},
  journal	= {Comput. Phys. Commun.},
  keywords	= {Angular-momentum projection,Energy density functional
		  theory,Gogny force,Hartree–Fock–Bogolyubov,Nuclear
		  density functional theory,Pairing
		  correlations,Self-consistent mean-field,Skyrme
		  interaction},
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  pages		= {145--174},
  title		= {Solution of the
		  Skyrme-Hartree–Fock–Bogolyubovequations in the
		  Cartesian deformed harmonic-oscillator basis. (VIII) hfodd
		  (v2.73y): A new version of the program},
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}

@Book{		  schunck2019edf,
  address	= {Bristol},
  author	= {Bender, Michael and Bulgac, Aurel and Duguet, Thomas and
		  Ebran, Jean-Paul and Engel, Jonathan and Forbes, Michael
		  McNeil and Kortelainen, Markus and Nakatsukasa, Takashi and
		  Schunck, Nicolas},
  doi		= {10.1088/2053-2563/aae0ed},
  editor	= {Schunck, Nicolas},
  isbn		= {978-0-7503-1422-0},
  publisher	= {IOP Publishing},
  title		= {Energy Density Functional Methods for Atomic Nuclei},
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  keywords	= {Electronic structure theory,Relativistic and quantum
		  electrodynamic effects,Superheavy elements},
  month		= dec,
  pages		= {551--577},
  publisher	= {Elsevier B.V.},
  title		= {Relativistic and quantum electrodynamic effects in
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  publisher	= {American Physical Society},
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  publisher	= {Elsevier B.V.},
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  issn		= {00104655},
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  keywords	= {Axial harmonic oscillator basis,Collective inertia,Energy
		  density functional theory,Gogny
		  force,Hartree–Fock–Bogoliubov theory,Pairing
		  regularization,Skyrme force,Transformed harmonic
		  oscillator},
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@Article{	  stoitsov2007,
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}

@Misc{		  stoitsov2010,
  author	= {Stoitsov, M.},
  keywords	= {DFT,Nuclear,Review,UNEDF},
  mendeley-tags	= {DFT,Nuclear,Review,UNEDF},
  title		= {Nuclear Density Functional Theory},
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