By Saugata Basu, Richard Pollack, Marie-Françoise Roy

ISBN-10: 3540009736

ISBN-13: 9783540009733

The algorithmic difficulties of actual algebraic geometry comparable to actual root counting, determining the life of strategies of platforms of polynomial equations and inequalities, or determining even if issues belong within the similar hooked up element of a semi-algebraic set take place in lots of contexts. the most principles and methods offered shape a coherent and wealthy physique of data, associated with many parts of arithmetic and computing.

Mathematicians already conscious of genuine algebraic geometry will locate correct information regarding the algorithmic facets, and researchers in laptop technology and engineering will locate the mandatory mathematical heritage.

Being self-contained the booklet is obtainable to graduate scholars or even, for ivaluable components of it, to undergraduate scholars.

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Iterated integral operators in Clifford analysis. ZAA 18, 361–377 (1999) 10. : Orthogonal decomposition of the function space L 2 (D; C). J. Reine Angew. Math. 549, 191–219 (2002) 11. : Boundary value problems in complex Analysis; I. II. Bol. Asoc. Mat. Venezolana XII 65–85; 217–250 (2005) 12. : The main theorem of calculus in complex analysis. Ann. EAS 2005, 184–210 (2006) 13. : Biharmonic Green functions. Le Matematiche LXI, 395–405 (2006) 14. : Hybrid Green functions and related boundary value problems.

EAS 2005, 184–210 (2006) 13. : Biharmonic Green functions. Le Matematiche LXI, 395–405 (2006) 14. : Hybrid Green functions and related boundary value problems. In: Rezapour, S. ) Extended Abstracts of AIMC 37, 37th Annual Iranian Mathamatical Conference, pp. 275–278 (2006) 15. : A particular polyharmonic Dirichlet problem. M. ) Complex Analysis and Potential Theory, Proceedings Conference Satellite ICM 2006. World Scientific, New Jersey, pp. 84–115 (2007) 16. : Six biharmonic Dirichlet problems in complex analysis.

The main theorem of calculus in complex analysis. Ann. EAS 2005, 184–210 (2006) 13. : Biharmonic Green functions. Le Matematiche LXI, 395–405 (2006) 14. : Hybrid Green functions and related boundary value problems. In: Rezapour, S. ) Extended Abstracts of AIMC 37, 37th Annual Iranian Mathamatical Conference, pp. 275–278 (2006) 15. : A particular polyharmonic Dirichlet problem. M. ) Complex Analysis and Potential Theory, Proceedings Conference Satellite ICM 2006. World Scientific, New Jersey, pp.

### Algorithms in Real Algebraic Geometry (Algorithms and Computation in Mathematics, V. 10) by Saugata Basu, Richard Pollack, Marie-Françoise Roy

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