# Items where Author is "Aprahamian, Mary"

**13**.

## Article

Aprahamian, Mary and Higham, Nicholas J.
(2016)
*Matrix Inverse Trigonometric and Inverse Hyperbolic Functions: Theory and Algorithms.*
SIAM Journal on Matrix Analysis and Applications, 37 (4).
pp. 1453-1477.
ISSN 1095-7162

Aprahamian, Mary and Higham, Desmond J. and Higham, Nicholas J.
(2016)
*Matching Exponential-Based and Resolvent-Based Centrality Measures.*
Journal of Complex Networks, 4 (2).
pp. 157-176.

Aprahamian, Mary and Higham, Nicholas J.
(2014)
*The Matrix Unwinding Function, with an Application to Computing the Matrix Exponential.*
SIAM Journal on Matrix Analysis and Applications, 35 (1).
pp. 88-109.
ISSN 1095-7162

## MIMS Preprint

Aprahamian, Mary and Higham, Nicholas J.
(2016)
*Matrix Inverse Trigonometric and Inverse Hyperbolic Functions: Theory and Algorithms.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Nicholas J.
(2016)
*Matrix Inverse Trigonometric and Inverse Hyperbolic Functions: Theory and Algorithms.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Desmond J. and Higham, Nicholas J.
(2015)
*Matching Exponential-Based and Resolvent-Based Centrality Measures.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Desmond J. and Higham, Nicholas J.
(2015)
*Matching Exponential-Based and Resolvent-Based Centrality Measures.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Desmond J. and Higham, Nicholas J.
(2015)
*Matching Exponential-Based and Resolvent-Based Centrality Measures.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Nicholas J.
(2013)
*The Matrix Unwinding Function, with an Application to Computing the Matrix Exponential.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Nicholas J.
(2013)
*The Matrix Unwinding Function, with an Application to Computing the Matrix Exponential.*
[MIMS Preprint]

Aprahamian, Mary and Higham, Nicholas J.
(2013)
*The Matrix Unwinding Function, with an Application to Computing the Matrix Exponential.*
[MIMS Preprint]

*The Matrix Unwinding Function, with an Application to Computing the Matrix Exponential.*
[MIMS Preprint]

## Thesis

Aprahamian, Mary
(2016)
*Theory and Algorithms for Periodic Functions of Matrices, with Applications.*
Doctoral thesis, Manchester Institute for Mathematical Sciences, The University of Manchester.