Marcel Nooijen
    
    
    
		Born June 2, 1963 in Veghel, The Netherlands
    
    
    
		Professor of Chemistry, University of Waterloo, Canada
    
    
    
        Email:nooijen@uwaterloo.ca 
        Web:  external link
    
 
    
    
		Medal of the International Academy of Quantum Molecular Science (2003), Member International Academy of Quantum Molecular Science (2016)
    
Author of:
    
		About 100 scientific articles in journals of chemistry and physics.
    
Important Contributions:
    
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			Coupled Cluster Green�fs Function (PhD):  A recursive diagrammatic approach to the single particle Green�fs function without use of the intermediary self-energy or Dyson equation.  The approach provides an alternative take on equation of motion coupled cluster methods for ionization potentials and electron affinities, and Feynman-Dyson amplitudes.
        
 
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			Similarity Transformed Equation of Motion Coupled Cluster (STEOM-CC) approach to excited states, as well as doubly ionized and doubly attached states. The approach uses a sequence of two many-body similarity transformations (normal ordered exponentials) to approximately decouple primary states of interest from the rest of the Hilbert space.         
 
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			Construction of diabatic vibronic models, using EOMCC, and their application to simulations of molecular spectroscopy.
        
 
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			Development with Dominika Zgid of spin-adapted DMRG-SCF approach. 
        
 
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			Multireference Equation of Motion Coupled Cluster (MR-EOMCC).  Using a sequence of Many-Body similarity transformations and the use of Kutzelnigg-Mukherjee normal ordering for a multiconfiuational reference defines a transformed Hamiltonian. Hundreds of excited states can be obtained from subsequent diagonalization over a compact CAS+1h+1p space. The method is implemented in both the ACESII and ORCA packages using automated computer code generation.
        
 
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			Introduction of generalized extensivity, a conjecture regarding exactness of parameterization using two-body cluster operator, elimination of Coulombic singularities using similarity tranformations, work on generalized Wick�fs theorems for multiconfigurational reference.