Tak-San Ho

发表

Characterization of the Critical Sets of Quantum Unitary Control Landscapes

Herschel Rabitz, Jason M. Dominy, Tak-San Ho, 2011, IEEE Transactions on Automatic Control.

From Pulses to Circuits and Back Again: A Quantum Optimal Control Perspective on Variational Quantum Algorithms

Matthew D. Grace, Jarrod R. McClean, Robert L. Kosut, 2020, 2009.06702.

Robustness of quantum information processing to the control noise.

Constantin Brif, Herschel Rabitz, Matthew D. Grace, 2011 .

A general formulation of monotonically convergent algorithms in the control of quantum dynamics beyond the linear dipole interaction

Herschel Rabitz, Tak-San Ho, Shih-I Chu, 2011, Comput. Phys. Commun..

Revealing the key variables and states in optimal control of quantum dynamics

Herschel Rabitz, Tak-San Ho, Maxim Artamonov, 2006 .

Variational reproducing kernel Hilbert space (RKHS) grid method for quantum mechanical bound-state problems

Tak-San Ho, Herschel Rabitz, Xu-Guang Hu, 1998 .

Multicut‐HDMR with an application to an ionospheric model

Herschel Rabitz, Tak-San Ho, Genyuan Li, 2004, J. Comput. Chem..

Improving robustness of quantum gates to control noise.

Constantin Brif, Matthew D. Grace, Kevin Young, 2012 .

Landscape of unitary transformations in controlled quantum dynamics

Herschel Rabitz, Tak-San Ho, Jason Dominy, 2009 .

Observation-assisted optimal control of quantum dynamics.

Herschel Rabitz, Feng Shuang, Alexander Pechen, 2007, The Journal of chemical physics.

Rational approximation with multidimensional scattered data.

Herschel Rabitz, Tak-San Ho, Xu-Guang Hu, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

Maximum attainable field-free molecular orientation of a thermal ensemble with near–single-cycle THz pulses

Herschel Rabitz, Tak-San Ho, Shih-I Chu, 2013 .

Protecting quantum gates from control noise.

Constantin Brif, Herschel Rabitz, Matthew D. Grace, 2011 .

Multivariate radial basis interpolation for solving quantum fluid dynamical equations

Herschel Rabitz, Tak-San Ho, Attila Askar, 2002 .

Exploring the tradeoff between fidelity and time optimal control of quantum unitary transformations

Constantin Brif, Herschel Rabitz, Matthew D. Grace, 2012 .

Comment on "Are there traps in quantum control landscapes?".

Constantin Brif, Herschel Rabitz, Rebing Wu, 2012, Physical review letters.

Topology of optimally controlled quantum mechanical transition probability landscapes

Robert L. Kosut, Herschel Rabitz, Tak-San Ho, 2006 .

An inverse method for obtaining smooth multidimensional potential energy surfaces: application to Ar+OH A 2∑+(v=0)

Herschel Rabitz, Marsha I. Lester, Seung E. Choi, 1995 .

Potential energy surface of the A state of NH{sub 2}, and the role of excited states in the N({sup 2}D) + H{sub 2} reaction.

Herschel Rabitz, Lawrence B. Harding, George C. Schatz, 2000 .

A global A-state potential surface for H2O: Influence of excited states on the O(1D)+H2 reaction

Herschel Rabitz, Lawrence B. Harding, George C. Schatz, 1997 .

Exploring the transition-probability-control landscape of open quantum systems: Application to a two-level case

Shuang Cong, Rebing Wu, Ruixing Long, 2013 .

Frequency domain quantum optimal control under multiple constraints

Herschel Rabitz, Tak-San Ho, Chuan-Cun Shu, 2016 .

Quantum optimal control of ozone isomerization

Herschel Rabitz, Tak-San Ho, Maxim Artamonov, 2004 .

Quantum control of molecular motion including electronic polarization effects with a two-stage toolkit.

Herschel Rabitz, Frederick R Manby, Tak-San Ho, 2005, The Journal of chemical physics.

Fast-kick-off monotonically convergent algorithm for searching optimal control fields

Herschel Rabitz, Tak-San Ho, Shih-I Chu, 2011 .

Optimal control of charge transfer for slow H+ + D collisions with shaped laser pulses.

Wei Zhang, Herschel Rabitz, Tak-San Ho, 2014, The Journal of chemical physics.

The collocation method based on a generalized inverse multiquadric basis for bound-state problems

Herschel Rabitz, Tak-San Ho, H. Rabitz, 1998 .

Accelerated monotonic convergence of optimal control over quantum dynamics.

Herschel Rabitz, Tak-San Ho, H. Rabitz, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

Optimal control of high-order harmonics for the generation of an isolated ultrashort attosecond pulse with two-color midinfrared laser fields

Tak-San Ho, Shih-I Chu, Peng-Cheng Li, 2015 .

Application of an inverse method to the determination of a two‐dimensional intermolecular potential energy surface for the Ar–OH(A 2Σ+, v=0) complex from rovibrational spectra

Herschel Rabitz, Marsha I. Lester, Seung E. Choi, 1996 .

Observable-preserving control of quantum dynamics over a family of related systems

Herschel Rabitz, Tak-San Ho, H. Rabitz, 2005 .

Reconstruction of intermolecular potentials at fixed energy: Functional sensitivity analysis approach

Herschel Rabitz, Tak-San Ho, H. Rabitz, 1988 .

Exploring quantum control landscape structure

Herschel Rabitz, Tak-San Ho, Ashley Donovan, 2013 .

Quantum optimal control of isomerization dynamics of a one-dimensional reaction-path model dominated by a competing dissociation channel.

Herschel Rabitz, Tak-San Ho, Maxim Artamonov, 2009, The Journal of chemical physics.

Fundamental Principles of Control Landscapes with Applications to Quantum Mechanics, Chemistry and Evolution

Xiao-Jiang Feng, Tak-San Ho, Re-Bing Wu, 2014 .