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The first important algorithmic language was FORTRAN (formula translation), designed in 1957 by an IBM team led by John Backus.
American computer scientist and mathematician who led the team that designed FORTRAN (formula translation), the first important algorithmic language for computers.
Initial syllables are joined as in the words linocut (linoleum cut) and FORTRAN (formula translation); these shortenings are not uncommon in, and often become, the names of corporations and other organizations (FedEx [Federal Express], Intelsat [International Telecommunications Satellite Organization]).
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Initial syllables are joined as in the words Fortran, for formula (computer) translation; mascon, for massive (lunar) concentration; and Tacomsat, for Tactical Communications Satellite.
In fact, we obtain a more general polynomial expansion formula for translation invariant Minkowski valuations when the arguments are Minkowski sums of zonoids.
MyCompanion is a full-featured educational app that includes formula calculations, translations, a to do list, and a virtual periodic table.
A recently derived formula for the translation of the PDS into the annual domain, simplifying the use of the PDS, is utilised in an applied case study for the first time.
Comparing (46) and (47) one finds immediately the translation formula ϒ n m ( x + y ) = ∑ k = 0 n ∑ l = − k k ϒ k l ( x ) ϒ n − k m − l ( y ).
A Steiner type formula for continuous translation invariant Minkowski valuations is established.
Moreover, in Theorem 4.4 we obtain a polynomial expansion formula for continuous translation invariant Minkowski valuations when the summands are zonoids.
In this article we establish a Steiner type formula for continuous translation invariant Minkowski valuations (i.e. valuations taking values in the topological semigroup of convex bodies endowed with Minkowski addition).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com