000			01974cam a2200253 4500
001			7668
005			20181127184114.0
008			040525s2005 ohua 001 0 eng
010			_a 2004107845
020			_a0324183321 (alk. paper)
082	0	0	_a330/.01/51 _222
100	1		_aBaldani, Jeffrey.
245	1	0	_aMathematical economics / _c[Jeffrey Baldani, James Bradfield, Robert Turner].
250			_a2nd ed.
260			_aMason, Ohio : _bThomson/South-Western, _cc2005.
300			_axvii, 542 p. : _bill. ; _c27 cm.
500			_aIncludes index.
505			_aIntroduction to Mathematical Economics. Appendix: Calculus Review 2. Introduction to Mathematical Economic Applications. 3. Matrix Theory. 4. Applications of Matrix Theory to Linear Models. 5. Multivariate Calculus: Theory. 6. Multivariate Calculus: Applications. 7. Multivariable Optimization without Constraints: Theory. 8. Multivariable Optimization without Constraints: Applications. 9. Constrained Optimization: Theory. 10. Constrained Optimization: Applications. 11. Optimization with Inequality Constraints: Theory. 12. Optimization with Inequality Constraints. 13. Value Functions and the Envelope Theorem: Theory. 14. Value Functions and the Envelope Theorem: Duality and Other Applications. 15. Introduction to Difference and Differential Equations: Theory. 16. Difference and Differential Equations: Applications. 17. Static Games with Complete Information: Theory. 18. Static Games with Complete Information: Applications. 19. Dynamic Games with Complete Information: Theory. 20. Dynamic Games with Complete Information: Applications. _g _r _t
520			_aThis textbook guides students through the most important techniques they need to understand in order to grasp economic concepts at an intermediate or advanced level.
650		0	_aEconomics, Mathematical.
700	1		_aBradfield, James.
700	1		_aTurner, Robert Walter.
999			_c6574 _d6574