kimvote.com [원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from > kimvote6 | kimvote.com report

[원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from > kimvote6

본문 바로가기

kimvote6


[[ 이 포스팅은 제휴마케팅이 포함된 광고로 커미션을 지급 받습니다. ]


[원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) …

페이지 정보

작성일 19-11-30 15:04

본문




Download : (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth ) Monomialization of Morphisms from.pdf




[원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from

솔루션,공업수학,솔루션

솔루션/공업수학


설명

Download : (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth ) Monomialization of Morphisms from.pdf( 18 )


순서


[원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from

[원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from , [원서] (Lecture Notes in Mathematics 1786) Steven Dale Cutkosky (auth.) - Monomialization of Morphisms from공업수학솔루션 , 솔루션







Lecture Notes in Mathematics
Editors: J.M. Morel, Cachan F. Takens, Groningen B. Teissier, Paris

1786

3
Berlin Heidelberg New York Barcelona Hong Kong London Milan Paris Tokyo

Steven Dale Cutkosky

Monomialization of Morphisms from 3-Folds to Surfaces

13

Author Steven Dale Cutkosky Department of Mathematics University of Missouri Columbia MO 65211 U.S.A. e-mail: cutkoskys@missouri.edu http://www.math.missouri.edu/cutkosky

Cataloging-in-Publication Data applied for
Die Deut

Lecture Notes in Mathematics
Editors: J.M. Morel, Cachan F. Takens, Groningen B. Teissier, Paris

1786

3
Berlin Heidelberg New York Barcelona Hong Kong London Milan Paris Tokyo

Steven Dale Cutkosky

Monomialization of Morphisms from 3-Folds to Surfaces

13

Author Steven Dale Cutkosky Department of Mathematics University of Missouri…(생략(省略))
(Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_01.gif (Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_02.gif (Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_03.gif (Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_04.gif (Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_05.gif (Lecture%20Notes%20in%20Mathematics%201786)%20Steven%20Dale%20Cutkosky%20(auth%20)%20%20Monomialization%20of%20Morphisms%20from_pdf_06.gif



다.
Total 25,725건 1628 페이지

검색

REPORT 73(sv75)



해당자료의 저작권은 각 업로더에게 있습니다.

kimvote.com 은 통신판매중개자이며 통신판매의 당사자가 아닙니다.
따라서 상품·거래정보 및 거래에 대하여 책임을 지지 않습니다.
[[ 이 포스팅은 제휴마케팅이 포함된 광고로 커미션을 지급 받습니다 ]]

[저작권이나 명예훼손 또는 권리를 침해했다면 이메일 admin@hong.kr 로 연락주시면 확인후 바로 처리해 드리겠습니다.]
If you have violated copyright, defamation, of rights, please contact us by email at [ admin@hong.kr ] and we will take care of it immediately after confirmation.
Copyright © kimvote.com All rights reserved.