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Matrix exponential
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== References == {{Reflist}} * {{Citation| last=Hall|first=Brian C.|title=Lie groups, Lie algebras, and representations: An elementary introduction| edition=2nd|series=Graduate Texts in Mathematics|volume=222|publisher=Springer|year=2015|isbn=978-3-319-13466-6}} * {{Cite book | last1=Horn | first1=Roger A. | last2=Johnson | first2=Charles R. | title=Topics in Matrix Analysis | publisher=[[Cambridge University Press]] | isbn=978-0-521-46713-1 | year=1991 }}. * {{Cite journal | last1=Moler | first1=Cleve | author1-link=Cleve Moler | last2=Van Loan | first2=Charles F. | author2-link=Charles F. Van Loan | title=Nineteen Dubious Ways to Compute the Exponential of a Matrix, Twenty-Five Years Later | year=2003 | journal=SIAM Review| issn=1095-7200 | volume=45 | issue=1 | pages=3β49 | url=https://www.cs.cornell.edu/cv/files/2021/10/19ways.pdf | doi=10.1137/S00361445024180 | bibcode=2003SIAMR..45....3M | citeseerx=10.1.1.129.9283 }}. * {{cite journal|author=Suzuki, Masuo| year=1985|title=Decomposition formulas of exponential operators and Lie exponentials with some applications to quantum mechanics and statistical physics|journal=Journal of Mathematical Physics| volume=26| issue=4 |pages=601β612|doi=10.1063/1.526596| bibcode=1985JMP....26..601S}} * {{Cite journal | doi = 10.3842/SIGMA.2014.084|last1 = Curtright|last2 = Fairlie|last3 = Zachos |first1 = T L |first2 = D B |first3 = C K|author-link=Thomas Curtright|author-link2=David Fairlie|author-link3=Cosmas Zachos|year = 2014|title = A compact formula for rotations as spin matrix polynomials| journal =Symmetry, Integrability and Geometry: Methods and Applications| volume=10 | page=084|bibcode = 2014SIGMA..10..084C|arxiv=1402.3541|s2cid = 18776942}} * {{cite book|first=Alston S.|last=Householder|title=The Theory of Matrices in Numerical Analysis |publisher=Dover Books on Mathematics| year=2006|author-link=Alston Scott Householder | isbn=978-0-486-44972-2}} * {{cite journal|last=Van Kortryk|first=T. S.|title=Matrix exponentials, SU(N) group elements, and real polynomial roots | year=2016 | journal=Journal of Mathematical Physics| volume=57| issue=2| pages=021701| doi=10.1063/1.4938418| bibcode=2016JMP....57b1701V| arxiv=1508.05859|s2cid=119647937}}
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