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...nd indicating an explicit minimal set of generators (a minimal base in the terminology of Severi), cf. e.g. [[#References|[a4]]], Sect. V.7 (for the case of surfa ..."top">[a3]</TD> <TD valign="top"> T. Shioda, "An explicit algorithm for computing the Picard number of certain algebraic surfaces" ''Amer. J. Math.'' , '''1

...the choice of the initial approximation, in standard computer programs for computing zeros of continuous functions this method is combined with some method for Another terminology for the method (2) is the method of false position, or regula falsi. This m

Sometimes a more general terminology is used, connected with the theory of theta-functions (cf. [[Theta-function ...be of the first kind, or an elliptic function in the proper sense. In this terminology the Jacobi theta-functions (see [[Jacobi elliptic functions|Jacobi elliptic

.../d/d032/d032080/d03208012.png" />. This fact, as well as the necessity for computing a large number of partial derivatives, strongly restricts the scope of appl ...valign="top">[2]</TD> <TD valign="top"> I.S. Berezin, N.P. Zhidkov, "Computing methods" , Pergamon (1973) (Translated from Russian)</TD></TR><TR><TD val

An iterative optimization procedure [[#References|[a4]]] for computing ...such (e.g., with latent-variable modeling) and is a very popular method of computing maximum likelihood, restricted maximum likelihood, penalized maximum likeli

The final optimal controls are found by successively computing the values In the terminology of [[Automatic control theory|automatic control theory]] one could say that

...valign="top">[3]</TD> <TD valign="top"> I.S. Berezin, N.P. Zhidkov, "Computing methods" , Pergamon (1973) (Translated from Russian)</TD></TR><TR><TD val ...equations (including Fredholm and Voltera equations as well), one uses the terminology [[Degenerate kernel|degenerate kernel]] (of rank $ n $)

...cient Greek philosopher Plato appears to have been the first to apply this terminology to control in the general sense. A.M. Ampère (1834) suggested the name "C ...branches of mathematics (for example, queueing theory), as well as modern computing methods. In the first place, this has to do with various kinds of methods o

...is known about the development that led to this situation. In statistical terminology, the data is not an unordered set of two closed doors, but an ordered set, ...Doviak (1991a), in another paper in ''The American Statistician'', for not computing the conditional probability that switching will give the car, given the cho

...ed in gas dynamics a fairly-long time ago and was successfully employed in computing one-dimensional non-stationary flows with a small number of singularities, of the body; and the problem of computing the viscous flow near the body, where the gradients of the magnitudes are l

statistics facilitating an analysis of fit. In the early days of statistical computing - from 1972 to 1990 - the GLM estimation algorithm also provided a substantial savings of computing

...[#References|[6]]]). Operating systems have become an integral part of any computing system. Without operating systems computers could not function, since the c The ideas and terminology in the domain of software and system programming are not yet clearly establ

These problems led to the problem of computing the Galois cohomology principle]] applies to $G$. This terminology

..., being practically oriented, scheduling theory does not seek to unify its terminology; along with the term "job" , terms like "task" , "operation" , etc., are ...ity of theorem-proving procedures" ''Proc. 3rd Annual ACM Symp. Theory of Computing'' , '''3''' (1971) pp. 151–158</TD></TR><TR><TD valign="top">[a5]</TD>

Since prime ideal numbers are defined relative to a field or, in modern terminology, since they are prime ideals in a field, the third problem on the factoriza ...$ f _{i} $ be the relative degree of the ideal $ \mathfrak P _{i} $ . Computing the relative norms $ N _ {K / k} $ of both parts of (1) leads to $$ \tag

...of partial sums, we might restate his insightful conclusion in more modern terminology as follows:<ref>Boyer p. 556</ref> ...unsound, and were replaced with the common $\varepsilon, \delta$ method of computing limits and derivatives.