Sentence examples for for a complete discussion from inspiring English sources

This is discussed briefly in the MISG paper [5], but for a complete discussion we cite some standard texts by Incropera and DeWitt [4], Modest [6], Siegel and Howell [3].

(For a complete discussion of the evolution of mimicry, see mimicry: The evolution of mimicry).

We do not go into details here—see Halpern (1999) for a complete discussion of possibility structures and how they relate to epistemic models.

Indeed, while the -0.5-V case shows the alteration with respect to the small-bias case due to non-equilibrium charging (see Ref. [11] for a complete discussion), the +0.5 is almost identical to the small-bias case.

Tsetlin et al. (2003) go even further arguing that the impartial culture is a worst-case scenario in the sense that any deviation results in lower probabilities of a majority cycle (see Regenwetter et al. 2006, for a complete discussion of this issue).

Second, the methods for calculating comparable effect sizes from studies using complex econometrics methods, as used in this review, are under-developed and require further research (for a complete discussion, see Becker and Wu 2007; Duvendack et al. 2012; Lipsey and Wilson 2001).

This procedure corresponds to the initial processing steps in the Aho Corasick algorithm [for a complete discussion see Navarro and Raffinot (2002)].

Individuals with LS should be adequately counselled about the risk of transmitting their hereditary predisposition to their future children and regarding their options for PND and PGD, including a complete discussion about the legal, practical and psychological aspects of these decisions and also the availability in various countries.

A complete discussion on the constraints for design for bisulfite treated DNA has previously been discussed [43].

One such dynamic network model is built here based on reaction-diffusion principles and a complete discussion is given for the existence of doubly periodic waves as outputs.

The analytic dispersion relation of the functionally graded plate is obtained by means of integral transforms and a complete discussion of dispersion for the functionally graded plate is given.