The phrase "a continuation to a" is not correct in standard written English.
It is typically used when referring to something that extends or follows from a previous point or idea, but the preposition "to" is not appropriate in this context.
Example: "This document serves as a continuation of the previous report."
Alternatives: "a continuation of" or "an extension of".
Some versions contain a "continuation" to the year 948 written by an anonymous author more politically oriented than George.
Thus, we consider this study as a continuation to the previous one, seeking an effective intervention aimed at all health professionals within a primary care team.
If Ka is the set of bounded functions ƒ such that ƒ has an analytic continuation to a strip ¦Im z¦ < a with (Im z)(Im ƒ z)) ⩾ 0, then it is sufficient that ƒ ϵ Ka and g ϵ Kb with ab ⩾ π2.
end{aligned} (5.11) (b) Let (fin C [-1,1])), (x_0in [-1,1]), and let (f) have an analytiC [-1,1]uation to a complex_0inghborhood of (x_0), given by ({zin mathbb{C }: |z-x_0|le d}) for some (d) with (0
Let (fin C [-1,1])), (x_0in [-1,1]), and let (f) have an analytiC [-1,1]uation to a complex_0inghborhood of (x_0), given by ({zin mathbb{C }: |z-x_0|le d}) for some (d) with (0
One supposes that g has an analytic continuation to a neighborhood of ([0,infty )) and defines for z real and positive begin{aligned} f z) = int _{0}^{infty } e^{-a} g az) da end{aligned} (3.40 Since (int _{0}^{infty } e^{-a} a^n da = n!), formally f z) is (sum _{n=0}^{infty } a_n z^n). For this method to work, g has to have an analytic continuation so that the integral in (3.40) converges.
These generalise the Riemann zeta function which is known to have a meromorphic continuation to all of C with a single pole at s="1.
The postinduction chemotherapy backbone is based on P9407 with an extended continuation to deliver therapy for a total of 2 years to all patients, with the aim to reduce late relapse seen on P9407.
The number of sexual offences recorded by police increased by 17%, which the ONS said "is likely to be partly due to a continuation of a 'Yewtree effect', whereby a greater number of victims have come forward to report historical sexual offences to the police".
