TOMLAB Introduction - Revision history

Elias at 13:50, 15 July 2011

2011-07-15T13:50:58Z

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			{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB\|TOMLAB Manual]]}}
	[[Category:Manuals]]		[[Category:Manuals]]

	~~{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB\|TOMLAB Manual]]}}~~

	==What is TOMLAB?==		==What is TOMLAB?==

Elias: /* Further Reading */

2011-07-12T18:32:40Z

Further Reading

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	In E. Dotzauer, M. Björkman, and K. Holmstöm, editors, ''Sixth Meeting of the Nordic Section of the Mathematical Programming Society''.		In E. Dotzauer, M. Björkman, and K. Holmstöm, editors, ''Sixth Meeting of the Nordic Section of the Mathematical Programming Society''.
	''Proceedings'', Opuscula 49, ISSN 1400-5468, Västerås, 1999. Mälardalen University, Sweden.</ref>		''Proceedings'', Opuscula 49, ISSN 1400-5468, Västerås, 1999. Mälardalen University, Sweden.</ref>
	,
	<ref>K. Holmström.		<ref>K. Holmström.
	New Optimization Algorithms and Software.		New Optimization Algorithms and Software.
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	In ''Proceedings of the 40th Conference on Decision and Control'', Orlando, FL, USA, December 2001.		In ''Proceedings of the 40th Conference on Decision and Control'', Orlando, FL, USA, December 2001.
	</ref>		</ref>
	,
	<ref>		<ref>
	C. M. Fransson, B. Lennartson, T. Wik, K. Holmström, M. Saunders, and P.-O. Gutmann.		C. M. Fransson, B. Lennartson, T. Wik, K. Holmström, M. Saunders, and P.-O. Gutmann.

Elias at 12:31, 12 July 2011

2011-07-12T12:31:13Z

← Older revision		Revision as of 08:31, 12 July 2011
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	[[Category:Manuals]]		[[Category:Manuals]]

	~~{{cleanup\|Clean this article. Remove references.}}~~

	{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB\|TOMLAB Manual]]}}		{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB\|TOMLAB Manual]]}}

Elias: /* Further Reading */

2011-07-12T12:30:37Z

Further Reading

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	''Optimization and Engineering'', 4, 2003. Submitted.		''Optimization and Engineering'', 4, 2003. Submitted.
	</ref>		</ref>
			.

	The manuals for the add-on solver packages are also recommended reading material.		The manuals for the add-on solver packages are also recommended reading material.

Elias: /* Further Reading */

2011-07-12T12:30:16Z

Further Reading

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	</ref>		</ref>
	<ref>		<ref>
	V. N. Fomin, K. ~~Holmstr¨om~~, and T. Fomina.		V. N. Fomin, K. Holmström, and T. Fomina.
	Least squares and Minimax methods for inorganic chemical equilibrium analysis.		Least squares and Minimax methods for inorganic chemical equilibrium analysis.
	Research Report 2000-2, ISSN-1404-4978,		Research Report 2000-2, ISSN-1404-4978,

Elias: /* Further Reading */

2011-07-12T12:29:09Z

Further Reading

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 In ''Proceedings of the 15th IFAC Conference'', Barcelona, Spain, 21th-26th July, 2002.
 </ref>
-. The use of TOMLAB  for exponential fitting and nonlinear parameter estimation are discussed in e.g. \[49, 4, 22, 23, 47, 48\].
+. The use of TOMLAB  for exponential fitting and nonlinear parameter estimation are discussed in e.g.
 The manuals for the add-on solver packages are also recommended reading material.

Elias: /* Further Reading */

2011-07-12T12:23:44Z

Further Reading

@@ Line 88: / Line 88: @@
 In Y. S. Abu-Mostafa, B. LeBaron, A. W. Lo, and A. S. Weigend, editors, ''Computational Finance (CF99) - Abstracts of the Sixth International Conference, Leonard N. Stern School of Business, January 1999'', Leonard N. Stern School of Business, New York University, 1999. Department of Statistics and Operations Research.
 </ref>
+<ref>
-\[37, 38, 39\]. Applications of global optimization for robust control is presented in \[25, 26\]. The use of TOMLAB  for exponential fitting and nonlinear parameter estimation are discussed in e.g. \[49, 4, 22, 23, 47, 48\].
+T. Hellström  and K. Holmström.
 The manuals for the add-on solver packages are also recommended reading material.

Elias at 12:17, 12 July 2011

2011-07-12T12:17:04Z

@@ Line 19: / Line 19: @@
 ==Further  Reading==
-TOMLAB  has been discussed in several papers and at several conferences. The main paper on TOMLAB  v1.0 is \[42\].
+TOMLAB  has been discussed in several papers and at several conferences. The main paper on TOMLAB  v1.0 is
-The use of TOMLAB  for nonlinear programming and parameter estimation is presented in \[45\], and the use of linear and discrete optimization is discussed in \[46\]. Global optimization routines are also implemented,  one is described in \[8\].
+In all these papers TOMLAB  was divided into two toolboxes, the NLPLIB TB and the OPERA TB. TOMLAB  v2.0 was discussed in
-In all these papers TOMLAB  was divided into two toolboxes, the NLPLIB TB and the OPERA TB. TOMLAB  v2.0 was discussed in \[43\], \[40\].  and \[41\].  TOMLAB  v4.0 and how to solve practical optimization  problems  with TOMLAB  is discussed in \[44\].
+The use of TOMLAB  for costly global optimization with industrial applications is discussed in
-The use of TOMLAB  for costly global optimization with industrial applications is discussed in \[9\]; costly global optimization with financial applications in \[37, 38, 39\]. Applications of global optimization for robust control is presented in \[25, 26\]. The use of TOMLAB  for exponential fitting and nonlinear parameter estimation are discussed in e.g. \[49, 4, 22, 23, 47, 48\].
+\[37, 38, 39\]. Applications of global optimization for robust control is presented in \[25, 26\]. The use of TOMLAB  for exponential fitting and nonlinear parameter estimation are discussed in e.g. \[49, 4, 22, 23, 47, 48\].
 The manuals for the add-on solver packages are also recommended reading material.

Elias at 14:45, 8 July 2011

2011-07-08T14:45:18Z

← Older revision		Revision as of 10:45, 8 July 2011
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	{{cleanup\|Clean this article. Remove references.}}		{{cleanup\|Clean this article. Remove references.}}

	{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB Manual]]}}		{{Part Of Manual\|title=the TOMLAB Manual\|link=[[TOMLAB\|TOMLAB Manual]]}}

	==What is TOMLAB?==		==What is TOMLAB?==

Elias: moved TOMLAB Manual Introduction to TOMLAB Introduction

2011-07-08T14:37:44Z

moved TOMLAB Manual Introduction to TOMLAB Introduction

← Older revision	Revision as of 10:37, 8 July 2011
(No difference)