Difference: BamdevMishra (1 vs. 8)

Revision 8
30 May 2015 - bm458
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Dr Bamdev Mishra Bamdev Mishra

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Publications

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https://sites.google.com/site/bamdevm/publications
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http://bamdevmishra.com/publications/
 

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Revision 7
03 Mar 2015 - bm458
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Dr Bamdev Mishra Bamdev Mishra

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Office: BN4-86

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Personal page
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Personal page
 

Background

  • Visiting research associate, University of Cambridge (Jan 2015 - Present).
Revision 6
25 Jan 2015 - bm458
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Dr Bamdev Mishra Bamdev Mishra

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  • Large-scale problems.
  • Numerical implementations.
  • Manopt.
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Publications

 
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Publications: Click Here.
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https://sites.google.com/site/bamdevm/publications
 

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Revision 5
25 Jan 2015 - bm458
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META TOPICPARENT name="ControlPeople"

Dr Bamdev Mishra Bamdev Mishra

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Office: BN4-86

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Personal page
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Personal page
 

Background

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I defended my PhD thesis on 20 October 2014, as a F.R.S.-FNRS aspirant, in the department of electrical engineering and computer science ( Institute Montefiore) at the University of Liege, Belgium.

Prior to this, I graduated from IIT Bombay, India in 2010 with a dual degree - Bachelors and Masters degrees - from the department of electrical engineering. My senior thesis project dealt with the Euclidean distance matrix completion problem.

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  • Visiting research associate, University of Cambridge (Jan 2015 - Present).
  • Postdoctoral researcher, University of Liege (Oct 2014 - Present).
  • PhD in Engineering Science, University of Liege (2010 - 2014).
  • Bachelors and Masters (Dual Degree) in Electrical Engineering, IIT Bombay (2005 - 2010).
 

Research Interests

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  • Rank and orthogonality constraints.
  • Manifold optimization.
  • Large-scale problems.
  • Numerical implementations.
  • Manopt.
 
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My interest has been on nonlinear optimization and its applications. I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.

Keywords: rank and orthogonality constraints, manifold optimization, large-scale problems, numerical implementations.

Publications: papers and numerical codes related to my research can be accessed here.

>
>
Publications: Click Here.
 

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Revision 4
17 Jan 2015 - bm458
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META TOPICPARENT name="ControlPeople"

Dr Bamdev Mishra Bamdev Mishra

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Background

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I defended my PhD thesis on 20 October 2014, as a F.R.S.-FNRS aspirant, in the department of electrical engineering and computer science ( Institute Montefiore) at the University of Liege, Belgium. I am affiliated to the systems and modeling research unit ( Systmod).
>
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I defended my PhD thesis on 20 October 2014, as a F.R.S.-FNRS aspirant, in the department of electrical engineering and computer science ( Institute Montefiore) at the University of Liege, Belgium.
 

Prior to this, I graduated from IIT Bombay, India in 2010 with a dual degree - Bachelors and Masters degrees - from the department of electrical engineering. My senior thesis project dealt with the Euclidean distance matrix completion problem.

Research Interests

Changed:
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My interest has been on nonlinear optimization and its applications. Particularly, I look at exploiting two fundamental structures, least-squares and symmetry, in nonlinear optimization. A specific focus has been on developing efficient numerical algorithms for large-scale problems with rank and orthogonality constraints.
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My interest has been on nonlinear optimization and its applications. I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.
 
Changed:
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Papers and numerical codes related to my research can be accessed here.
>
>
Keywords: rank and orthogonality constraints, manifold optimization, large-scale problems, numerical implementations.
 
Changed:
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I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.
>
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Publications: papers and numerical codes related to my research can be accessed here.
 

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META FILEATTACHMENT attachment="BMishra.png" attr="" comment="" date="1421416503" name="BMishra.png" path="BMishra.png" size="172899" user="bm458" version="1"
Revision 3
16 Jan 2015 - bm458
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META TOPICPARENT name="ControlPeople"

Dr Bamdev Mishra Bamdev Mishra

Line: 18 to 18
 

Research Interests

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My interest has been on nonlinear optimization and its applications. Particularly, I look at exploiting two fundamental structures, least-squares and symmetry, in nonlinear optimization. A specific focus has been on developing efficient numerical algorithms for large-scale problems with rank and orthogonality constraints. Do checkout the publications and the codes pages. I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.
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My interest has been on nonlinear optimization and its applications. Particularly, I look at exploiting two fundamental structures, least-squares and symmetry, in nonlinear optimization. A specific focus has been on developing efficient numerical algorithms for large-scale problems with rank and orthogonality constraints.
 

Papers and numerical codes related to my research can be accessed here.

Added:
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I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.
 
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META FILEATTACHMENT attachment="BMishra.png" attr="" comment="" date="1421416503" name="BMishra.png" path="BMishra.png" size="172899" user="bm458" version="1"
Revision 2
16 Jan 2015 - bm458
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META TOPICPARENT name="ControlPeople"
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Dr Bamdev Mishra Bamdev Mishra

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Dr Bamdev Mishra Bamdev Mishra

 

Position: Visitor

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Office: BN4-86

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Personal page
 

Background

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I defended my PhD thesis on 20 October 2014, as a F.R.S.-FNRS aspirant, in the department of electrical engineering and computer science ( Institute Montefiore) at the University of Liege, Belgium. I am affiliated to the systems and modeling research unit ( Systmod).
 
Added:
>
>
Prior to this, I graduated from IIT Bombay, India in 2010 with a dual degree - Bachelors and Masters degrees - from the department of electrical engineering. My senior thesis project dealt with the Euclidean distance matrix completion problem.
 

Research Interests

Added:
>
>

My interest has been on nonlinear optimization and its applications. Particularly, I look at exploiting two fundamental structures, least-squares and symmetry, in nonlinear optimization. A specific focus has been on developing efficient numerical algorithms for large-scale problems with rank and orthogonality constraints. Do checkout the publications and the codes pages. I am also involved in the new Matlab toolbox Manopt for optimization on manifolds.

Papers and numerical codes related to my research can be accessed here.

 
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