Examples of using Function f in English and their translations into German
{-}
-
Colloquial
-
Official
-
Ecclesiastic
-
Medicine
-
Financial
-
Ecclesiastic
-
Political
-
Computer
-
Programming
-
Official/political
-
Political
If the function f is defined as fx_, y.
The forcing term is given by the following function f x.
The function f(x) is graphed.
Bombieri constructed examples to show that in R 9 there is a function f.
The function f(Impact) is 0, if the impact is 0.
We normally write functions as: f(x) and read this as'function f of x.
Applies a function f() to every element of the list.
Also in 1870 he produced thefirst examples which show that joint continuity of a function f.
A function f() is continuous at point x0 if and only if.
The influence of the conversion on the reaction rate is described by a function f alpha that I will come back to later on.
Function: fundef(f) Returns the definition of the function f.
Let's say I have a function f of x and it equals h of g of x.
The 16 bytes of key K(i-1) are processed 4 by 4. The last 4 bytes are permuted using substitution S-the same substitution that is used in iterated function F to substitution bits of each byte.
Aperture priority in function f: a reading is taken for the corresponding shutter speed see Section 3.2.5 Aperture priority mode.
O(e·n+(r-l)): bucket_sort(); here,e is the time it takes to apply function f(which computes the bucket numbers) to an object of type T.
Table 2: Function F Now, let's see briefly how substitutions are built, and what constant a i is intended for.
However, this does not hold for the function f which describes the running time of our sorting method.
Theorem: Let f be an arbitrarily often differentiable function defined on an open real interval X such that for any x in X there exists a nonnegativeinteger n such that Dnf(x)=0. Then the function f is already a polynomial.
Then, similarly to all block ciphers, a function F is iterated, using subkeys generated by a key expansion routine initialized by the master key.
From a computational standpoint, any optimizing has to be done quickly and cheaply,which usually means that the response function f should be evaluated as few times as possible during the optimization process.
Property: evfun When a function F has the evfun property, the expressions ev(expr, F) and expr, F(at the interactive prompt) are equivalent to F evexpr.
In the last presentation I showed youthat if I had the function f of x is equal to x squared, that the derivative of this function, which is denoted by f-- look at that, my pen is already malfunctioning.
It can be generally described by a function f(Q, c, T) 0, where Q is the quantity(g or mol) of the adsorbed material per mass m of the adsorbent, c the concentration of the material to be adsorbed and T the thermodynamic temperature.
The'converging factor' for an asymptotic series representing a function f(x) is that number by which the(n+ 1)st term of the series must be multiplied so that the result of adding this product to the sum of the first n terms will be f x.
Two functions, f and g, are described below.
He also shows in the paper that there are two functions f and g which are both nowhere differentiable such that the snowflake curve is.
The menu/menu item may include various functions F that are confirmed by pressing the appropriate function key 3» Fig. 2 under the function name.
The function eulers_method_2x2_plot will do this; in order to use it,we need to define functions f and g which takes one argument with three coordinates: t, x, y.