The phrase "a regular means" is correct and usable in written English.
It can be used to refer to a common or standard method of doing something.
Example: "Using public transportation is a regular means of commuting for many city dwellers."
Alternatives: "a common method" or "a standard way".
Airships overcame this problem but, again, did not establish themselves as a regular means of mail transport.
Fiorello H. La Guardia used the subway, along with babies and baseball, as a handy political prop but not as a regular means of conveyance.
The crucial need, from a public health perspective, is for a regular means of coordination whereby prevention of alcohol-related problems is taken fully into account in policy decisions about alcohol controls and other regulation of the market for alcoholic beverages.
When it comes to alcohol [25]: The crucial need, from a public health perspective, is for a regular means of coordination whereby prevention of alcohol-related problems is taken fully into account in policy decisions about alcohol controls and other regulation of the market for alcoholic beverages.
Despite the unique risks that come with smuggling via water, pangas seem to have become a regular means of transportation for smugglers of all kinds, whether or not they are tied to cartels.
And when they're deprived of a regular means of emptying their sacks, they'll do it at the slightest provocation – whether they're too young to get it, too old, too single, or just hideously ugly, most of them won't hesitate to drop trou and rub one out with a pal.
Then the binary map (r_{m}), defined by r_{m}(a,b =bf_{m} (sqrt{b/a} ) for all (a,b>0), is a regular mean with (r_{m}^{sigma}=m).
A regular mean m will be called σ-regular if the map (xlongmapsto m x,1)) is continuously differentiable on ((0,infty)) and the function (f_{m}) (called the generated function of m) defined by f_{m}(x)=frac{d}{dx} biggl(frac{x-1}{m x,1)} biggr) frac{x-1}{m x,1with (f_{m}(1)=1), satisfies the doubiggrnequality min bigl(1,1/x^{2} bigr)leq form}(x)leqmallbigl(1,1/x>02} bigr) for all (x>0).
Using -strongly accretive and -strictly pseudocontractive mapping, we introduce a general iterative method for finding a common fixed point of a semigroup of non-expansive mappings in a Hilbert space, with respect to a sequence of left regular means defined on an appropriate space of bounded real-valued functions of the semigroup.
Taking (q=1/n), with (ngeq1) integer, in the previous theorem we obtain a sequence of regular means.
(Mr. Saleh knows that to a real New Yorker regular means light milk, two sugars).
