Explore: Approximants De Pade

series, and, hence, Padé approximants can also be applied to the summation of divergent series. One way to compute a Padé approximant is via the extended

described what is now known as the Padé approximant. He then became an assistant professor at Université Lille Nord de France, where he succeeded Émile

and Padé approximants. Robert de Montessus was a viscount, born to a noble family originating in the Ancien Régime. His father Philippe-Georges de Montessus

computational mathematician known for her work on exponential analysis, Padé approximants, continued fractions, numerical analysis, and related topics. She

notion of rational approximations of functions (nowadays known as Padé approximants), and gave the first full proof for the Cayley–Hamilton theorem. He

achievements concern approximation theory – in particular the theory of Padé approximants – and its application in numerical methods for improving the rate

member from 1894 to 1898 Henri Padé, mathematician, faculty member from 1897 to 1902, known for Padé table and Padé approximant Albert Châtelet, scientist

diagram of the approximants to the inverse Langevin function presents the figure below. It is valid for the rational/Padé approximants, A recently published

for rational approximations of two variable functions generalising Padé approximant. Roy Chisholm initiated the first International Conference on Clifford

transformations as numerical techniques. Examples of such techniques are Padé approximants, Levin-type sequence transformations, and order-dependent mappings