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The aim of this paper is to consider the categorical equivalence between crossed modules within groupoids and 2-groupoids; and then relate normality and quotient in these two categories.
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참고문헌 (26)
참고문헌 신청
J.C. Baez / 2004 / Higher Dimensional Algebra V: 2-Groups / Theory and Applications of Categories 12(14):423~491
J.C. Baez / 2012 / Infinite-Dimensional Repre-sentations of 2-Groups / Memoirs of the American Mathematical Society 219(1032)
J. Benabou / 1967 / Introduction to bicategories / Reports of the Midwest Category Sem-inar Lecture Notes in Mathematics 47:1~77
R. Brown / 1976 / G-groupoids, crossed modules and the fundamental groupoid of a topological group / Proc. Konn. Ned. Akad 79:296~302
R. Brown / 1982 / Dimensional Topology, Lon-don Math Soc. Lect. Notes / Cambridge Univ. Press :215~238
J.C. Baez / 2012 / Infinite-Dimensional Repre-sentations of 2-Groups / Memoirs of the American Mathematical Society 219(1032)
J. Benabou / 1967 / Introduction to bicategories / Reports of the Midwest Category Sem-inar Lecture Notes in Mathematics 47:1~77
R. Brown / 1976 / G-groupoids, crossed modules and the fundamental groupoid of a topological group / Proc. Konn. Ned. Akad 79:296~302
R. Brown / 1982 / Dimensional Topology, Lon-don Math Soc. Lect. Notes / Cambridge Univ. Press :215~238
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