The Resource Geodesics and curvature in differential geometry in the large, by H.E. Rauch

Geodesics and curvature in differential geometry in the large, by H.E. Rauch

Label
Geodesics and curvature in differential geometry in the large
Title
Geodesics and curvature in differential geometry in the large
Statement of responsibility
by H.E. Rauch
Creator
Contributor
Subject
Language
eng
Cataloging source
DLC
http://library.link/vocab/creatorDate
1925-
http://library.link/vocab/creatorName
Rauch, Harry Ernest
Illustrations
illustrations
Index
no index present
LC call number
QA641
LC item number
.R3
Literary form
non fiction
Nature of contents
bibliography
http://library.link/vocab/relatedWorkOrContributorName
Yeshiva University
Series statement
G.S.M.S.-Y.U.
Series volume
no. 1
http://library.link/vocab/subjectName
  • Geometry, Differential
  • Curves on surfaces
  • Geometry, Riemannian
Label
Geodesics and curvature in differential geometry in the large, by H.E. Rauch
Instantiates
Publication
Bibliography note
Bibliography: p. 57-58
Contents
  • Geodesics and curvature on surfaces : Bonnet's theorem
  • The n-dimensional generalization of Bonnet's theorem and Morse's generalization of Sturm's comparison theorem
  • The strong comparison theorem : analytical preliminaries to the proof of the main theorem
  • The main theorem
  • Appendix :
  • Jacobi's geometrical model of dynamical systems with a finite number of degrees of freedom
Dimensions
23 cm.
Extent
58 p.
Lccn
67125575
Note
Errata slip inserted.
Other physical details
ill.
System control number
  • 224617-01okla_normanlaw
  • (SIRSI)224617
  • (Sirsi) o01437449
  • (OCoLC)1437449
Label
Geodesics and curvature in differential geometry in the large, by H.E. Rauch
Publication
Bibliography note
Bibliography: p. 57-58
Contents
  • Geodesics and curvature on surfaces : Bonnet's theorem
  • The n-dimensional generalization of Bonnet's theorem and Morse's generalization of Sturm's comparison theorem
  • The strong comparison theorem : analytical preliminaries to the proof of the main theorem
  • The main theorem
  • Appendix :
  • Jacobi's geometrical model of dynamical systems with a finite number of degrees of freedom
Dimensions
23 cm.
Extent
58 p.
Lccn
67125575
Note
Errata slip inserted.
Other physical details
ill.
System control number
  • 224617-01okla_normanlaw
  • (SIRSI)224617
  • (Sirsi) o01437449
  • (OCoLC)1437449

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