n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products
Publication
, Conference
Wickelgren, K
Published in: GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY
January 1, 2012
Duke Scholars
Published In
GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY
ISBN
978-4-86497-014-3
Publication Date
January 1, 2012
Volume
63
Start / End Page
579 / 600
Location
Res Inst Math Sci, Kyoto, JAPAN
Publisher
MATH SOC JAPAN
Conference Name
3rd MSJ-SI Conference on Development of Galois-Teichmuller Theory and Anabelian Geometry
Citation
APA
Chicago
ICMJE
MLA
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Wickelgren, K. (2012). n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products. In H. Nakamura, F. Pop, L. Schneps, & A. Tamagawa (Eds.), GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY (Vol. 63, pp. 579–600). Res Inst Math Sci, Kyoto, JAPAN: MATH SOC JAPAN.
Wickelgren, Kirsten. “n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products.” In GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY, edited by H. Nakamura, F. Pop, L. Schneps, and A. Tamagawa, 63:579–600. MATH SOC JAPAN, 2012.
Wickelgren K. n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products. In: Nakamura H, Pop F, Schneps L, Tamagawa A, editors. GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY. MATH SOC JAPAN; 2012. p. 579–600.
Wickelgren, Kirsten. “n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products.” GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY, edited by H. Nakamura et al., vol. 63, MATH SOC JAPAN, 2012, pp. 579–600.
Wickelgren K. n-nilpotent obstructions to pi(1)sections of P-1 - {0, 1, infinity} and Massey products. In: Nakamura H, Pop F, Schneps L, Tamagawa A, editors. GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY. MATH SOC JAPAN; 2012. p. 579–600.
Published In
GALOIS-TEICHMUELLER THEORY AND ARITHMETIC GEOMETRY
ISBN
978-4-86497-014-3
Publication Date
January 1, 2012
Volume
63
Start / End Page
579 / 600
Location
Res Inst Math Sci, Kyoto, JAPAN
Publisher
MATH SOC JAPAN
Conference Name
3rd MSJ-SI Conference on Development of Galois-Teichmuller Theory and Anabelian Geometry