온라인으로 문서 찾기
이 항목에 대한 링크
도서관에서 사본 찾기
해당항목을 보유하고 있는 도서관을 찾는 중
상세정보
| 추가적인 물리적 형식: | Online version: Boole, George, 1815-1864. Treatise on differential equations. New York, Chelsea Pub. [1959?] (OCoLC)624454676 |
|---|---|
| 자료 유형: | 인터넷 자료 |
| 문서 형식: | 책, 인터넷 자원 |
| 모든 저자 / 참여자: |
George Boole |
| ISBN: | 0828401284 9780828401289 |
| OCLC 번호: | 592969 |
| 메모: | "Consists of the 4th edition with the 'Supplementary volume' appended and paged consecutively with it." |
| 설명: | xxiv, 735 p. : diagrs. ; 22 cm. |
| 내용: | Of the nature and origin of differential equations -- On differential equations of the first order and degree between two variables -- Exact differential equations of the first degree -- On the integrating factors of the differential equation Mdx + Ndy = 0 -- On the general determination of the integrating factors of the equation Mdx + Ndy = 0 -- On some remarkable equations of the first order and degree -- On differential equations of the first order, but not of the first degree -- On the singular solutions of differential equations of the first order -- On differential equations of an order higher than the first -- Equations of an order higher than the first, continued -- Geometrical applications -- Ordinary differential equations with more than two variables -- Simultaneous differential equations -- Of partial differential equations -- Partial differential equations of the second order -- Symbolical methods -- Symbolical methods, continued -- Solution of linear differential equations by definite integrals -- Additions to Chapter II. -- Additions to Chapter VII -- Additions to Chapter VIII -- Additions to Chapter IX -- Additions to Chapter X -- Additions to Chapter XIV -- On systems of simultaneous linear partial differential equations of the first order, and an associated systems of ordinary differential equations -- Homogeneous systems of linear partial differential equations -- Of non-linear partial differential equations of the first order -- Partial differential equations of the second order -- On the solution of the partial differential equation Rr+Ss+Tt+U(s²-rt)=V, in which R, S, T, U, V are given functions of x, y z, p, q -- Additions to Chapter XVII -- The Jacobian theory of the last multiplier -- The differential equations of dynamics [fragment] -- On the projection of a surface on a plane. |
| 책임: | by George Boole. |
| 더 많은 정보: |
리뷰
태그
태그 추가 ~를 위한 "A treatise on differential equations".
첫번째 되기
유사 항목
관련 주제:(3)
이 항목을 가지고 있는 사용자 목록 (1)
- I Fondo Matematica - A - Generale(500 항목)
by bibliotecainformatica 업데이트됨 2012-04-18
