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dc.contributor.authorBaker H.F.
dc.date.accessioned2016-02-20T00:35:56Z
dc.date.available2016-02-20T00:35:56Z
dc.date.issued1925
dc.identifier.isbn
dc.identifier.issn
dc.identifier.urihttp://ir.nmu.org.ua/handle/GenofondUA/16745
dc.description.abstractThe present volume, the first written and the most revised, of the book, for which indeed, mostly, the earlier volumes were undertaken, still bears many marks of the difficulty of compressing the matter into brief compass. But the writer hopes that it may seem to the reader as remarkable as it does to him, that it should be possible to comprehend under one point of view, and that so simple, the introduction to nearly all the surfaces ordinarily studied in the geometry of three dimensions, as well as the usual line geometry. Chapters v, vi, vii seek to make clear that this is so. To these the earlier chapters are auxiliary. But Chapters ii and iv have been introduced as much for their own interest as for their illustrative value; the results obtained in these two chapters are not required in the subsequent pages. It is hoped that the Table of Contents, and the Index, may make it easy to use the volume. It will of course be understood that the volume is throughout intended to be introductory and illustrative; hardly anywhere is it complete.
dc.language.isoEnglish
dc.publisher
dc.subjectМатематика\\Геометрия и топология
dc.subjectMathematics\\Geometry and Topology
dc.subject.ddc
dc.subject.lcc
dc.titlePrinciples of Geometry
dc.typeother
dc.identifier.aichY25O72LZPLQEW6HBSHEMDYVB33VKEMD5
dc.identifier.crc3283D7EB11
dc.identifier.doi
dc.identifier.edonkeyD8259D7EE6B7B2E3FBB7C67431EE4AA3
dc.identifier.googlebookid
dc.identifier.openlibraryid
dc.identifier.udk
dc.identifier.bbk
dc.identifier.libgenid72458
dc.identifier.md598C16CF502AFBB0EE08531F9C4529A58
dc.identifier.sha1BE6EWQU4WEKTXCTBKT4KDLI3GQSM66ZY
dc.identifier.tth3UWVMSR4IPP3BBIFLSAEK5CYZ7OMG4LPDXG54TA


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