REFERENCES
- Babenko , I. K. , Taĭmanov , I. A. ( 2000 ). Massey products in symplectic manifolds . Mat. Sb. 191 : 3 – 44 .
- Chebolu , S. K. , Efrat , I. , Mináč , J. ( 2012 ). Quotients of absolute galois groups which determine the entire galois cohomology . Math. Ann. 352 : 205 – 221 .
- Efrat , I. , Mináč , J. ( 2011 ). On the descending central sequence of absolute galois groups . Amer. J. Math. 133 : 1503 – 1532 .
- Efrat , I. (2013). The zassenhaus filtration, massey products, and representations of profinite groups. to appear, available at arXiv:1301.0896v2.
- Fenn , R. A. ( 1983 ). Techniques of Geometric Topology . London Math. Society Lect. Note Series , Vol. 57 . Cambridge : Cambridge Univ. Press .
- Fenn , R. , Sjerve , D. ( 1984 ). Basic commutators and minimal massey products . Canad. J. Math. 36 : 1119 – 1146 .
- Hopkins , M. , Wickelgren , K. ( 2012 ). Splitting varieties for triple massey products. Preprint, available at arXiv:1210.4964 .
- Kraines , D. ( 1966 ). Massey higher products . Trans. Amer. Math. Soc. 124 : 431 – 449 .
- Massey , W. S. ( 1958 ). Some higher order cohomology operations. In: Symposium Internacional De Topología Algebraica International Symposium on Algebraic Topology. Universidad Nacional Autónoma de México and UNESCO, Mexico City, pp. 145–154 .
- May , J. P. ( 1969 ). Matric massey products . J. Algebra 12 : 533 – 568 .
- Millionschikov , D. ( 2006 ). Massey products in graded Lie algebra cohomology . In: Contemporary geometry and related topics. Univ. Belgrade Fac. Math. , Belgrade , pp. 353 – 377 .
- Morishita , M. ( 2004 ). Milnor invariants and massey products for prime numbers . Compositio Math. 140 : 69 – 83 .
- Morishita , M. ( 2012 ). Knots and Primes . Universitext . London : Springer .
- Neukirch , J. , Schmidt , A. , Wingberg , K. ( 2008 ). Cohomology of Number Fields. , 2nd ed. Berlin : Springer .
- Sharifi , R. ( 2007 ). Massey products and ideal class groups . J. reine angew. Math. 603 : 1 – 33 .
- Vogel , D. ( 2005 ). On the galois group of 2-extensions with restricted ramification . J. reine angew. Math. 581 : 117 – 150 .
- Wicklegren , K. ( 2009 ). Lower central series obstructions to homotopy sections of curves over number fields. Ph.D. Thesis, Stanford University .
- Wickelgren , K. ( 2012 ). n-Nilpotent obstructions to π1-sections of ℙ1∖{0, 1, ∞} and Massey products. In: Conference on Galois-Teichmüller Theory and Arithmetic Geometry (H. Nakamura et al, eds.) (Kyoto, 2010). Advanced studies in pure mathematics, Vol. 63. Mathematical Society of Japan, pp. 579–600 .
- Communicated by M. Cohen.