A more detailed and comprehensive mathematical chronology can be found at. Wolfram Community forum discussion about Change ComplexInfinity in 1/0 to Infinity. Where the mathematicians have individual pages in this website, these pages are linked otherwise more information can usually be obtained from the general page relating to the particular period in history, or from the list of sources used. This is a chronological list of some of the most important mathematicians in history and their major achievments, as well as some very early achievements in mathematics for which individual contributions can not be acknowledged. And also in Mathematica, evaluating I Infinity must returns as output the same thing you entered (albeit with the shorthand symbol for Infinity and the stylized i representing that complex number).
#Infinity mathematica software
Software engine implementing the Wolfram Language. In Mathematica, evaluating Limit x, x -> Infinity gives (the usual shorthand symbol for the build-in entity) Infinity.
(Type Infinity with a capital I for the infinity symbol.).
Doing the expansion around x0 0 would give you sensible behaviour for small x, but wouldn't mean much for larger values, and vice-versa for expansion around x0 Infinity. This solution involves E ( (-1 - I) z), which shouldn't exist in a solution that goes to 0 at -Infinity, so coefficient of E ( (-1 - I) z) should be 0. Mathematica does not know an antiderivative of this function that may be defined in terms of. Your result (and expansions to any order) gives a singularity between x 0 and x 1.
#Infinity mathematica series
LIST OF IMPORTANT MATHEMATICIANS – TIMELINE Central infrastructure for Wolfram's cloud products & services. The Series expansion is only valid 'near' x0 Infinity, ie, for large x.
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