Advanced Engineering Mathematics: A New Edition of Further Engineering Mathematics

By: Stroud, K.AMaterial type: TextTextPublication details: Basingstoke : Palgrave Macmillan, 2003Edition: 4th edDescription: xxiv, 1032 pages : illustrationsISBN: 9780831131692; 0831131691 ; 9781403903129; 1403903123 Subject(s): Engineering mathematicsDDC classification: 519
Contents:
Programme 1. Numerical solutions of equations and interpolation -- Programme 2. Laplace transforms 1 -- Programme 3. Laplace transforms 2 -- Programme 4. Laplace transforms 3 -- Programme 5. Z transforms -- Programme 6. Fourier series -- Programme 7. Introduction to the Fourier transform -- Programme 8. Power series solutions of ordinary differential equations -- Programme 9. Numerical solutions of ordinary differential equations -- Programme 10. Partial differentiation -- Programme 11. Partial differential equations -- Programme 12. Matrix algebra -- Programme 13. Numerical solutions of partial differential equations -- Programme 14. Multiple integration 1 -- Programme 15. Multiple integration 2 -- Programme 16. Integral functions -- Programme 17. Vector analysis 1 -- Programme 18. Vector analysis 2 -- Programme 19. Vector analysis 3 -- Programme 20. Complex analysis 1 -- Programme 21. Complex analysis 2 -- Programme 22. Complex analysis 3 -- Programme 23. Optimization and linear programming.
Summary: This revised advanced engineering mathematics textbook is suitable for undergraduates in engineering and science from second year level onwards. Its technique-orientated approach guides the student through the development of each topic.
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Reference 519 STR (Browse shelf(Opens below)) Available 008765
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Includes Index

Programme 1. Numerical solutions of equations and interpolation --
Programme 2. Laplace transforms 1 --
Programme 3. Laplace transforms 2 --
Programme 4. Laplace transforms 3 --
Programme 5. Z transforms --
Programme 6. Fourier series --
Programme 7. Introduction to the Fourier transform --
Programme 8. Power series solutions of ordinary differential equations --
Programme 9. Numerical solutions of ordinary differential equations --
Programme 10. Partial differentiation --
Programme 11. Partial differential equations --
Programme 12. Matrix algebra --
Programme 13. Numerical solutions of partial differential equations --
Programme 14. Multiple integration 1 --
Programme 15. Multiple integration 2 --
Programme 16. Integral functions --
Programme 17. Vector analysis 1 --
Programme 18. Vector analysis 2 --
Programme 19. Vector analysis 3 --
Programme 20. Complex analysis 1 --
Programme 21. Complex analysis 2 --
Programme 22. Complex analysis 3 --
Programme 23. Optimization and linear programming.

This revised advanced engineering mathematics textbook is suitable for undergraduates in engineering and science from second year level onwards. Its technique-orientated approach guides the student through the development of each topic.

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