JOHN R. FANCHI, PhD, is Professor of Reservoir and Energy Engineering at Colorado School of Mines. He has worked in both industry and academia. His accomplishments include books on energy, engineering, and physics as well as the development and implementation of several computer models for industry and government.

"If you are a working professional or a student, this book will provide you with a basic refresher…" (IEEE Electrical Insulation Magazine, July/August 2007) "...anyone who deals with math consistently...will find this to be a valuable book." (Chip Scale Review, April/May 2007)"…the book is multipurpose, reader friendly and be used as a quick reference on a variety of topics." (Technometrics, February 2007)"Fanchi is an accomplished writer who is able to communicate in a clear and straight-forward manner - drawing the student into the material rather than creating deeper layers of intimidation." (Electric Review, September/October 2006)‘…the third edition has new chapters dealing with integral equations, calculus of variations and tensor analysis.’ (Zentralblatt MATH,1102,May 2007)

• Preface. 1. Algebra.2. Geometry,m Trigonometry & Hyperbolic Functions.3. Analytic Geometry.4. Linear Algebra I.5. Linear Algebra II.6. Differential Calculus.7. Partial Derivatives.8. Integral Calculus.9. Special Integrals.10. Ordinary Differential Equations.11. Ode Solution Techniques.12. Partial Differential Equations.13. Integral Equations.14. Calculus of Variations.15. Probability.16. Probability Distributions.17. Statistics.References.Index.

JOHN R. FANCHI, PhD, is Professor of Reservoir and Energy Engineering at Colorado School of Mines. He has worked in both industry and academia. His accomplishments include books on energy, engineering, and physics as well as the development and implementation of several computer models for industry and government.

"If you are a working professional or a student, this book will provide you with a basic refresher…" (IEEE Electrical Insulation Magazine, July/August 2007) "...anyone who deals with math consistently...will find this to be a valuable book." (Chip Scale Review, April/May 2007)"…the book is multipurpose, reader friendly and be used as a quick reference on a variety of topics." (Technometrics, February 2007)"Fanchi is an accomplished writer who is able to communicate in a clear and straight-forward manner - drawing the student into the material rather than creating deeper layers of intimidation." (Electric Review, September/October 2006)‘…the third edition has new chapters dealing with integral equations, calculus of variations and tensor analysis.’ (Zentralblatt MATH,1102,May 2007)

• Preface. 1. Algebra.2. Geometry,m Trigonometry & Hyperbolic Functions.3. Analytic Geometry.4. Linear Algebra I.5. Linear Algebra II.6. Differential Calculus.7. Partial Derivatives.8. Integral Calculus.9. Special Integrals.10. Ordinary Differential Equations.11. Ode Solution Techniques.12. Partial Differential Equations.13. Integral Equations.14. Calculus of Variations.15. Probability.16. Probability Distributions.17. Statistics.References.Index.

JOHN R. FANCHI, PhD, is Professor of Reservoir and Energy Engineering at Colorado School of Mines. He has worked in both industry and academia. His accomplishments include books on energy, engineering, and physics as well as the development and implementation of several computer models for industry and government.

"If you are a working professional or a student, this book will provide you with a basic refresher…" (IEEE Electrical Insulation Magazine, July/August 2007) "...anyone who deals with math consistently...will find this to be a valuable book." (Chip Scale Review, April/May 2007)"…the book is multipurpose, reader friendly and be used as a quick reference on a variety of topics." (Technometrics, February 2007)"Fanchi is an accomplished writer who is able to communicate in a clear and straight-forward manner - drawing the student into the material rather than creating deeper layers of intimidation." (Electric Review, September/October 2006)‘…the third edition has new chapters dealing with integral equations, calculus of variations and tensor analysis.’ (Zentralblatt MATH,1102,May 2007)

• Preface. 1. Algebra.2. Geometry,m Trigonometry & Hyperbolic Functions.3. Analytic Geometry.4. Linear Algebra I.5. Linear Algebra II.6. Differential Calculus.7. Partial Derivatives.8. Integral Calculus.9. Special Integrals.10. Ordinary Differential Equations.11. Ode Solution Techniques.12. Partial Differential Equations.13. Integral Equations.14. Calculus of Variations.15. Probability.16. Probability Distributions.17. Statistics.References.Index.