The phrase "a real singular" is correct and usable in written English.
It can be used in contexts where you want to emphasize the uniqueness or distinctiveness of something.
Example: "In the world of art, this painting is a real singular, unlike anything I've ever seen before."
Alternatives: "a true original" or "a genuine unique".
Real singular integral equations involving Cauchy-type singularities arise (see[1, 2, 3, 4, 5, 6, 7, 8, 9, 10]) in a natural way in handling a large class of mixed boundary value problems of mathematical physics, especially when two-dimensional problems are encountered.
Atoms are thus real singular entities with discrete magnitude or quantity and a proper nature.
The solutions of real singular integral equations over different intervals such as (−1,1); (a, b); (0, a) ∪ (b, c); (−1, k) ∪ (k, 1); (−∞, b); (a, + ∞); ; infinite intervals with a gap are obtained by using the proposed methods.
System (1.2) contains no real singular point on the equator Γ ∞ of the Poincaré compactification on the sphere.
When (0<|varepsilon|ll1), system (5.1) has three real singular points in the neighborhood of the origin, namely (O 0, 0)) and (P_{1,2}(pmvarepsilon; 0)).
When (0real singular points in the neighborhood of the origin, namely (O 0, 0)) and (P_{1,2}(pm varepsilon; 0)).
Methods involving evaluation of real improper integrals by the use of the ideas of the theory of functions of real variables only are highlighted, and solutions of certain real singular integral equations of the Cauchy type have been re-derived.
Thus, by developing the feeling that complex function theory can be avoided for problems involving improper real integrals, we have next taken up some known real singular integral equations involving Cauchy-type kernels and have presented the real variable method of solution of these equations.
Our Beloved Month Of August is a real one-off: eccentric and singular and cerebral: an arthouse event, yes, but also witty and emotionally engaged.
The way for this was prepared by the ontological turn in Burley's last commentary on the Physics: the move from an ontology developed according to the canons of moderate realism to the radically realist ontology of macro-objects, based on a real distinction between universals and singulars and among the ten Aristotelian categories.
