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000013127 084__ $$aB 8 SIM.M
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000013127 1001_ $$aSimon, Carl P.,$$d1945-$$eauthor.
000013127 24510 $$aMathematics for economists /$$cCarl P. Simon and Lawrence Blume.
000013127 264_1 $$aNew York :$$bNorton,$$cc1994.
000013127 300__ $$axxiv, 930 pages :$$billustrations ;$$c25 cm
000013127 336__ $$atext$$btxt$$2rdacontent
000013127 337__ $$aunmediated$$bn$$2rdamedia
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000013127 5050_ $$aPart I. Introduction: -- 1. Introduction -- 2. One-variable calculus : foundations -- 3. One-variable calculus : applications -- 4. One-variable calculus : chain rule -- 5. Exponents and logarithms -- Part II. Linear algebra: -- 6. Introduction to linear algebra -- 7. Systems of linear equations -- 8. Matrix algebra -- 9. Determinants : an overview -- 10. Euclidean spaces -- 11. Linear independence -- Part III. Calculus of several variables: -- 12. Limits and open sets -- 13. Functions of several variables -- 14. Calculus of several variables -- 15. Implicit functions and their derivatives -- Part IV. Optimization: -- 16. Quadratic forms and definite matrices -- 17. Unconstrained optimization -- 18. Constrained optimization I : first order conditions -- 19. Constrained optimization II -- 20. Homogeneous and homothetic functions -- 21. Concave and quasiconcave functions -- 22. Economic applications -- Part V. Eigenvalues and dynamics: -- 23. Eigenvalues and Eigenvectors -- 24. Ordinary differential equations : scalar equations -- 25. Ordinary differential equations : systems of equations -- Part VI. Advanced linear algebra: -- 26. Determinants : the details -- 27. Subspaces attached to a matrix -- 28. Applications of linear independence -- Part VII. Advanced analysis: -- 29. Limits and compact sets -- 30. Calculus of several variables II -- Part VIII. Appendices: -- 1. Sets, numbers, and proofs -- 2. Trigonometric functions -- 3. Complex numbers -- 4. Integral calculus -- 5. Introduction to probability -- 6. Selected answers.
000013127 520__ $$aAn abundance of applications to current economic analysis, illustrative diagrams, thought-provoking exercises, careful proofs, and a flexible organization-these are the advantages that Mathematics for Economists brings to today's classroom.
000013127 650_0 $$aEconomics, Mathematical.
000013127 650_0 $$aFinance.
000013127 650_0 $$aMathematics.
000013127 650_0 $$aBusiness mathematics.
000013127 650_0 $$aEkonomi, Matematiksel.
000013127 650_4 $$aECONOMIC THEORY : MATHEMATICS
000013127 650_4 $$aLAW AND ECONOMIC AND SOCIAL SCIENCES : ECONOMIC SCIENCE : STATISTICS
000013127 650_4 $$aMATHEMATICS
000013127 7001_ $$aBlume, Lawrence E.
000013127 7102_ $$aW.W. Norton & Company,.
000013127 903__ $$v1
000013127 942__ $$cMON
000013127 952__ $$w2006-11-03$$p2003-0043$$r25.65$$u14498$$bMAIN$$10$$kB 8 SIM.M$$v2003-01-24$$zLibrary$$70
000013127 980__ $$aBIB
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