"Homotopy Classification of Maps of the Sphere"

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Book	Author(s)	Year	Publisher
Obstruction Theory: On Homotopy Classification of Maps	H. J. Baues	1977	Springer Berlin Heidelberg
Rational Sphere Maps	John P. D’Angelo	1st ed. 2021	Springer International Publishing
The Classification of the Virtually Cyclic Subgroups of the Sphere Braid Groups	Daciberg Lima Goncalves; John Guaschi	2013	Springer International Publishing
Classification. Class G. Geography,maps,anthropology,recreation	Library of Congress. Subject Cataloging Division.	1976	Library of Congress
Library of Congress classification. G. Geography,maps,anthropology,recreation	Library of Congress	2001	Library of Congress, Cataloging Distribution Service
Library of Congress classification. G. Geography. Maps. Anthropology. Recreation	Library of Congress	2007	Library of Congress, Cataloging Distribution Service
Abstract homotopy and simple homotopy theory /	Kamps, Klaus Heiner.; Porter, T.	1997.	World Scientific,
Groups of Homotopy Classes: Rank formulas and homotopy-commutativity	M. Arkowitz; C.R. Curjel	1964	Springer Berlin Heidelberg
Groups of Homotopy Classes: Rank formulas and homotopy-commutativity	M. Arkowitz; C. R. Curjel	2nd ed. 1967	Springer Berlin Heidelberg
Languages of Irian Jaya: checklist, preliminary classification, language maps, wordlists	C. L. Voorhoeve	1975	Dept. of Linguistics, Research School of Pacific Studies, Australian National University
Stable Homotopy	Joel M. Cohen	1970	Springer Berlin Heidelberg
Etale Homotopy	Michael Artin; Barry Mazur	1969	Springer Berlin Heidelberg
Algebraic Homotopy	Hans Joachim Baues	1989-02	Cambridge University Press
Homotopy Theory	I. M. James	1962	Pergamon
Homotopy theory	S. T. Hu	©1959	Academic Press
Algebraic homotopy	Hans Joachim Baues	2008	CUP
Algebraic Homotopy	John C. Moore	1956
Homotopy theory	George W. Whitehead	1966	M.I.T. Press
Etale homotopy.	Michael Artin	1969	Springer
Homotopy theory	George W. Whitehead	1966	M.I.T. Press
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Chapter	Author(s)	Book	Book Authors	Year	Publisher
Homotopy Classification of Maps of the Sphere	Albert S. Schwarz	Topology for Physicists	Albert S. Schwarz	1994	Springer Berlin Heidelberg
Homotopy classification of maps of spaces		Nonabelian Algebraic Topology: Filtered Spaces, Crossed Complexes, Cubical Homotopy Groupoids (EMS Tracts in Mathematics)	Ronald Brown, Philip J. Higgins, Rafael Sivera	2011	European Mathematical Society
17 Homotopy Classification of Nyquist Maps		Algebraic and Differential Topology of Robust Stability	Edmond A. Jonckheere	1997	Oxford University Press
124 Homotopy classification of maps of spaces		Nonabelian algebraic topology	Brown R., Higgins P., Sivera R.	2007
Homotopy of Maps	Marvin J. Greenberg; John R. Harper	Algebraic Topology: A First Course	Marvin J. Greenberg; John R. Harper	1981	Routledge
Homotopy Classification		Elliptic Theory and Noncommutative Geometry: Nonlocal Elliptic Operators	Vladimir E. Nazaykinskiy; A. Yu. Savin; B. Yu. Sternin	2008	Birkhäuser Basel
41 Homotopy of Maps		Modern Classical Homotopy Theory	Jeffrey Strom	2011	American Mathematical Society
Homotopy Classes of Maps and the Homotopy Groups	D. Husemöller; M. Joachim; B. Jurčo; M. Schottenloher	Basic Bundle Theory and K-Cohomology Invariants	D. Husemöller; M. Joachim; B. Jurčo; M. Schottenloher	2008	Springer Berlin Heidelberg
Homotopy Classes of Maps and the Homotopy Grou		Basic Bundle Theory and K-Cohomology Invariants: With contributions by Siegfried Echterhoff, Stefan Fredenhagen and Bernhard Krötz	D. Husemöller, M. Joachim, B. Jurčo, M. Schottenloher (auth.)	2008	Springer-Verlag Berlin Heidelberg
Homotopy classification of morphisms		Nonabelian Algebraic Topology: Filtered Spaces, Crossed Complexes, Cubical Homotopy Groupoids (EMS Tracts in Mathematics)	Ronald Brown, Philip J. Higgins, Rafael Sivera	2011	European Mathematical Society
Brown: Non-abelian cohomology and the homotopy classification of maps		Homotopie algébrique et algèbre locale	J.-M. Lemaire et J.-C. Thomas, eds.	1984	Société Mathématique de France
The Homotopy Classification Theorem		Nonabelian Algebraic Topology: Filtered Spaces, Crossed Complexes, Cubical Homotopy Groupoids (EMS Tracts in Mathematics)	Ronald Brown, Philip J. Higgins, Rafael Sivera	2011	European Mathematical Society
87 Homotopy Classification		Algebraic topology	Tom Dieck T.	2008	EMS
122 Homotopy classification of morphisms		Nonabelian algebraic topology	Brown R., Higgins P., Sivera R.	2007
Monomial Sphere Maps	John P. D’Angelo	Rational Sphere Maps	John P. D’Angelo	1st ed. 2021	Springer International Publishing
1043 The homotopy classification theorem		Nonabelian algebraic topology	Brown R., Higgins P., Sivera R.	2007
Existence and homotopy classification	Ulrich Koschorke	Vector Fields and Other Vector Bundle Morphisms - A Singularity Approach	Ulrich Koschorke	1981	Springer Berlin Heidelberg
1 Based homotopy classes of maps		A Concise Course in Algebraic Topology	J. P. May	1999
1 Based homotopy classes of maps		A Concise Course in Algebraic Topology	J. Peter May	1999	University of Chicago Press
632 Induced Maps of Homotopy Colimits		Modern Classical Homotopy Theory	Jeffrey Strom	2011	American Mathematical Society
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