Matches in DBpedia 2016-04 for { <http://doi.org/10.3842/sigma.2014.084> ?p ?o }
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- sigma.2014.084 arxiv "1402.3541".
- sigma.2014.084 authorlink "David Fairlie".
- sigma.2014.084 authorlink "Thomas Curtright".
- sigma.2014.084 authorlink2 "David Fairlie".
- sigma.2014.084 authorlink2 "Thomas Curtright".
- sigma.2014.084 authorlink3 "Cosmas Zachos".
- sigma.2014.084 bibcode "2014SIGMA..10..084C".
- sigma.2014.084 doi "10.3842/SIGMA.2014.084".
- sigma.2014.084 first "T L".
- sigma.2014.084 first "T. L.".
- sigma.2014.084 first2 "D B".
- sigma.2014.084 first2 "D. B.".
- sigma.2014.084 first3 "C K".
- sigma.2014.084 first3 "C. K.".
- sigma.2014.084 isCitedBy Axis–angle_representation.
- sigma.2014.084 isCitedBy Cayley–Hamilton_theorem.
- sigma.2014.084 isCitedBy Matrix_exponential.
- sigma.2014.084 isCitedBy Pauli_matrices.
- sigma.2014.084 isCitedBy Representation_theory_of_the_Lorentz_group.
- sigma.2014.084 isCitedBy Rotation_group_SO(3).
- sigma.2014.084 isCitedBy Rotation_matrix.
- sigma.2014.084 isCitedBy Spin_(physics).
- sigma.2014.084 journal "SIGMA".
- sigma.2014.084 last "Curtright".
- sigma.2014.084 last2 "Fairlie".
- sigma.2014.084 last3 "Zachos".
- sigma.2014.084 page "084".
- sigma.2014.084 ref "harv".
- sigma.2014.084 title "A compact formula for rotations as spin matrix polynomials".
- sigma.2014.084 volume "10".
- sigma.2014.084 year "2014".