Image from Google Jackets

Normal view MARC view ISBD view

Linear mathematics 21: Numerical solutions of differential equations 22: Fourier Series

Language: ENG Series: Open University M201, 21-22Publication details: Bletchley Open Univ Pr. 1972Subject(s):

DIFFERENTIAL AND INTEGRAL EQUATIONS

DDC classification:

B33,1:1 L2

Average rating: 0.0 (0 votes)

Holdings
Item type	Current library	Call number	Status	Notes	Date due	Barcode
Book	Prof. S.S.Basavanal Library	B33,1:1 L2 (Browse shelf(Opens below))	Available	117302		117302

Browsing Prof. S.S.Basavanal Library shelves Close shelf browser (Hides shelf browser)

Previous	No cover image available No cover image available	No cover image available No cover image available	No cover image available No cover image available	No cover image available No cover image available	No cover image available No cover image available	No cover image available No cover image available	No cover image available No cover image available	Next
Previous	B331:1 J1 Elementary differential equations and boundary value problems.	B331:1 K0 Introduction to the theory of linear differential equations.	B331,1 K6 Linear differential equations and function spaces.	B33,1:1 L2 Linear mathematics 21: Numerical solutions of differential equations 22: Fourier Series	B33,1:1 L2 Linear mathematics 8: Numerical solution of simultaneous algebraic equations	B331,1 L6.1-.3 Linear mathematics 4: Differential equations I,9: Differential equations II, Homogeneous equations, 10: Jordan normal form 11: Differential equations III:Non-homogeneous equtions	B331,1 L6.1-.3 Linear mathematics 4: Differential equations I,9: Differential equations II, Homogeneous equations, 10: Jordan normal form 11: Differential equations III:Non-homogeneous equtions	Next

B36M22

There are no comments on this title.

to post a comment.

Print
Add to your cart (remove)
More searches

Search for this title in:
Other Libraries (WorldCat) Other Databases (Google Scholar) Online Stores (Bookfinder.com) Open Library (openlibrary.org)

Share