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TOMLAB
The TOMLAB Optimization Environment is a modeling platform for solving applied optimization problems in MATLAB.
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AMPL
Automatic differentiation
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2015
2015
Partial Reconfiguration for Dynamic Mapping of Task Graphs onto 2D Mesh Platform
M. S. Moghaddam
,
M. Balakrishnan
,
K. Paul
International Workshop on Applied Reconfigurable…
2015
Corpus ID: 26341005
This paper addresses an optimal mapping approach which also exploits the partial reconfiguration property of modern CGRAs. Hence…
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2014
2014
Optimal deficit irrigation using AquaCrop model : a methodology study
I. Ioslovich
,
R. Linker
,
Israel Georgios Sylaios
2014
Corpus ID: 16557568
Both developing and developed countries have problems with availability of water to increase agricultural productivity. The…
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2012
2012
Optimal Placement of Phasor Measurement Units Using Modified Invasive Weed Optimization
R. Sudha
,
V. Vats
,
Gaurav Pathak
2012
Corpus ID: 212554832
A modified Invasive Weed based methodology for optimal measurement of Phasor measurements units (PMUs) for complete observability…
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2007
2007
TOMLAB - Large-Scale Optimization in MATLAB, LABVIEW and .NET
K. Holmström
,
Marcus M. Edvall
,
A. Göran
2007
Corpus ID: 60260619
2006
2006
Daily Milk Cow Feed Optimization in the Nordic Countries with TOMLAB
K. Holmström
,
Marcus M. Edvall
,
A. Göran
2006
Corpus ID: 107091007
2004
2004
Mixed-integer expensive global optimization with TOMLAB
K. Holmström
2004
Corpus ID: 119053126
A mixed-integer constrained extension of the RBF algorithm for computationally costly global optimization is presented…
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2003
2003
Tomlab - For Large-Scale Robust Optimization
K. Holmström
,
Marcus M. Edvall
,
A. Göran
2003
Corpus ID: 118595825
The Tomlab Optimization Environment is the most powerful optimization package available in MATLAB. TOMLAB of today has grown to…
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2003
2003
Constrained Global Optimization with Radial Basis Functions
Jan-Erik Käck
,
K. Holmström
2003
Corpus ID: 117235011
Response surface methods show promising results for global optimization of costly non convex objective functions, i.e. the…
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1999
1999
The TOMLAB NLPLIB Toolbox for Nonlinear Programming
K. Holmström
,
M. Bjorkman
1999
Corpus ID: 58796292
Vat dyestuffs of the formula N ANGLE A1-N-CC-N-A2 ¦¦ PARALLEL ¦ (1), R1NNR2 ANGLE C ¦ S-R wherein R represents alkyl with 1 to 4…
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1998
1998
Constrained Separable NLLS Algorithms for Chemical Equilibrium Analysis
K. Holmstrom
1998
Corpus ID: 116691118
We present new algorithms for constrained separable nonlinear least squares (NLLS) problems. The algorithms are used to determine…
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