Sentence examples for mapping exists then from inspiring English sources
If no mapping exists, then additional processing is required to identify similarities and overlap.
Mathematically, it is said that the points on the sphere are mapped onto the plane; if a one-to-one correspondence of points exists, then the map is called conformal.
If God exists, then something exists.
If a transcript was mapped to multiple genomic loci, then only the best mapping was retained; if more than one nearly identical best mapping existed (difference in BLAT scores < 5%), then the transcript was discarded to avoid ambiguity.
Now, we use Theorem 3.3 with a mapping A, then there exists a unique PPF dependent fixed point φ ∈ S ( F 0 ) of A, that is, A φ = φ ( c ) and α ( φ ( c ), A φ ) ≥ 1.
From S E) = S X) is complete and (3.16) and (3.17) are holds, we use Corollary 3.3 with a mapping Θ, then there exists a unique fixed point z ∈ S X) such that Θz = z.
If we additionally suppose that f is a harmonic mapping, then there exists a holomorphic function (g:mathbb {H}to mathbb {C}) such that (f z)= operatorname {Re}g z) +icy).
If is a continuous mapping, then there exists such that for all.
If is an order contraction mapping, then there exists a unique random fixed point in.
If T is a generalized weakly contractive mapping, then there exists a unique (z in X) such that (z=Tz) and (varphi z)=0).
