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Engineering mathematics : a foundation for electronic, electrical, communications and systems engineers / Anthony Croft ... [et al.].

Contributor(s): Croft, Tony
Material type: TextTextLanguage: English Publisher: Harlow Pearson cop. 2013Edition: 4th edDescription: xviii, 961 p. ill. 25 cmISBN: 0273719777 (hft.); 978-0-273-71977-9Subject(s): Engineering mathematics | Engineering mathematics -- Problems, exercises, etc | Engineering | Electronics | Tillämpad matematik | Ingenjörsvetenskap | Elektronik | Teknisk fysikDDC classification: 621.0151 Other classification: Tal | 621 | 00A06
Contents:
1. Review Of Algebraic Techniques -- 2. Engineering Functions -- 3. The Trigonometic Functions -- 4. Coordinate Systems -- 5. Discrete Mathematics -- 6. Sequences And Series -- 7. Vectors - 8. Matrix Algebra -- 9. Complex Numbers -- 10. Differentiation -- 11. Techniques of Differentiation -- 12. Application of Differentiation -- 13. Integration -- 14. Techniques of Integration -- 15. Applications of Integration -- 16. Further Topics in Integration -- 17. Numerical Integration -- 18. Taylor Polynomials, Taylor Series and Maclaurin Series -- 19. Ordinary Differential Equations I -- 20. Ordinary Differential Equations II -- 21. The Laplace Transform -- 22. Difference Equations and the z Transform -- 23. Fourier Series -- 24. The Fourier Transform -- 25. Functions of Several Variables -- 26. Vector Calculus -- 27. Line Integrals and Multiple Integrals -- 28. Probability -- 29. Statistics and Probability Distributions
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621 (Browse shelf) Checked out 2020-08-31 080041487090

Previous ed.: published as by Anthony Croft, Robert Davison and Martin Hargreaves. 2001

1. Review Of Algebraic Techniques -- 2. Engineering Functions -- 3. The Trigonometic Functions -- 4. Coordinate Systems -- 5. Discrete Mathematics -- 6. Sequences And Series -- 7. Vectors - 8. Matrix Algebra -- 9. Complex Numbers -- 10. Differentiation -- 11. Techniques of Differentiation -- 12. Application of Differentiation -- 13. Integration -- 14. Techniques of Integration -- 15. Applications of Integration -- 16. Further Topics in Integration -- 17. Numerical Integration -- 18. Taylor Polynomials, Taylor Series and Maclaurin Series -- 19. Ordinary Differential Equations I -- 20. Ordinary Differential Equations II -- 21. The Laplace Transform -- 22. Difference Equations and the z Transform -- 23. Fourier Series -- 24. The Fourier Transform -- 25. Functions of Several Variables -- 26. Vector Calculus -- 27. Line Integrals and Multiple Integrals -- 28. Probability -- 29. Statistics and Probability Distributions

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