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Number of items: **14**.

Lin, Lijing and Higham, Nicholas J. and Pan, Jianxin
(2014)
*Covariance Structure Regularization via Entropy Loss Function.*
Computational Statistics & Data Analysis, 72.
pp. 315-327.
ISSN 0167-9473

Higham, Nicholas J. and Lin, Lijing
(2013)
*An Improved Schur--Pade Algorithm for Fractional Powers of a Matrix and their Frechet Derivatives.*
SIAM. J. Matrix Anal. & Appl., 34 (3).
pp. 1341-1360.
ISSN 1095-7162

Higham, Nicholas J. and Lin, Lijing
(2011)
*On $p$th Roots of Stochastic Matrices.*
Linear Algebra and its Applications, 435 (3).
pp. 448-463.
ISSN 1749-9097

Higham, Nicholas J. and Lin, Lijing
(2011)
*A Schur--Pad\'e Algorithm for Fractional Powers of a Matrix.*
SIAM J. on Matrix Analysis and Applications, 32 (3).
pp. 1056-1078.
ISSN 0895-4798

Lin, Lijing and Higham, Nicholas J. and Pan, Jianxin
(2013)
*Covariance Structure Regularization via Entropy Loss Function.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2013)
*An Improved Schur--Pade Algorithm for Fractional Powers of a Matrix and their Frechet Derivatives.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2013)
*An Improved Schur--PadÃ© Algorithm for Fractional Powers of a Matrix and their FrÃ©chet Derivatives.*
[MIMS Preprint]

Lin, Lijing and Higham, Nicholas J. and Pan, Jianxin
(2012)
*Covariance Structure Regularization via Entropy Loss Function.*
[MIMS Preprint]

Lin, Lijing and Higham, Nicholas J. and Pan, Jianxin
(2012)
*Covariance Structure Regularization via Entropy Loss Function.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2010)
*A Schur--Pad\'e Algorithm for Fractional Powers of a Matrix.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2010)
*A Schur--Pad\'e Algorithm for Fractional Powers of a Matrix.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2010)
*A Schur--Pad\'e Algorithm for Fractional Powers of a Matrix.*
[MIMS Preprint]

Higham, Nicholas J. and Lin, Lijing
(2009)
*On $p$th Roots of Stochastic Matrices.*
[MIMS Preprint]

Lin, Lijing
(2011)
*Roots of Stochastic Matrices and Fractional Matrix Powers.*
Doctoral thesis, Manchester Institute for Mathematical Sciences, The University of Manchester.