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Sampling strategies with fractional acceleration 0 < ρ < 1 achieve substantial operational savings compared with purely sequential counterparts. But, acceleration customarily yielded second-order (s.o.) lower and upper bounds for requisite characteristics when ρ − 1 was not an integer. First time in the literature, we have recently designed acceleration with asymptotic s.o. expansions in normal mean problems with ρ − 1 arbitrary. In this article, a general unified theory is now developed leading to asymptotic s.o. expansions for customarily studied characteristics with arbitrary ρ − 1 . That is, the previously known s.o. lower/upper bounds can be replaced with appropriate s.o. expansions in a variety of inference problems with prescribed accuracy. We emphasize the theoretical foundation and ensuing analyses with a series of interesting inference problems from (a) a number of non-normal distributions as well as (b) one- and two-sample distribution-free scenarios. These prove a desirable breadth of coverage under our proposed big tent. [ABSTRACT FROM AUTHOR]

Supported by the empirical results of the frequency table approach applied to a time series of data related to average weekly wages and employment in the United Kingdom, the United States, and Canada, this paper contends that across an entire economy, real wage rates behave countercyclically in the short term, as John Maynard Keynes predicted in his general theory. [ABSTRACT FROM AUTHOR]

In this paper, the counterexamples to the general theory related to the state-feedback IMC plants are given and investigated. It is shown, that the maximum-speed multivariable perfect control schemes do not necessitate the maximum-energy of the control input variables. In that way, the IMC peculiarities involving the nonzero perfect control closed-loop poles are indicated, which constitutes a solid counterweight to the well-known general system theory. A new geometric approach results in counterexamples for both full and non-full rank plants, giving rise to the introduction of a complete analytical paradigm in the nearest future. Numerical examples confirm the intriguing issues covering the paper. [ABSTRACT FROM AUTHOR]

Some seriously misunderstood issues arise in three paragraphs in the last chapter of Keynes's General Theory concerning the relationship between his theory and orthodox theory. That these passages permit a form of theoretical reconciliation is a view shared by prominent commentators of opposing persuasions. Joan Robinson and John Eatwell strongly criticised Keynes for inconsistency and for opening the door to neoclassical elements that undermine his theorising, while Paul Samuelson made Keynes's comments the foundation of his textbook neoclassical synthesis. The reconciliation view, however, is based on hasty non-contextual readings and is mistaken. More careful analysis leads to three conclusions: neither internal inconsistency nor neoclassical appeasement exists; Keynes's paragraphs are aligned with the theoretical positions previously advanced in the General Theory; and what is actually deployed is a complementarity view relating his macro-theory to one particular part of orthodox micro-theory. Rejecting the dominant view, however, does not remove the issue of the absence in Keynes's work of an adequately exposited micro-theory to accompany his macro-theory. [ABSTRACT FROM AUTHOR]

Due to its consistent association with a wide range of criminal and deviant outcomes, low self-control (LSC) has become among the most extensively measured concepts in criminology. Conversely, attention deficit hyperactivity disorder (ADHD), the most commonly diagnosed of mental illnesses in young people has not received similar attention despite what appears to be a close conceptual association with LSC. Using data from a sample of students at a medium-sized southwestern university, we analyze the association between LSC and ADHD in predicting a range of criminal and deviant behaviors. Findings indicate an association between the two concepts and that they predicted offending in similar ways, but that the precise nature of the relationship between LSC and ADHD remains uncertain. [ABSTRACT FROM AUTHOR]

Kerogen is irregularly connected by a variety of chemical bonds including C–C bond, C=C bond, C–O bond, C–N bond, C–H bond and C–S bond. It is difficult to identify selective bond breaking events using the existing experimental conditions. In this study, we predict dissociation tendencies of chemical bonds in various kerogen molecules by using 554 small molecular model compounds based on the density functional theoretical (DFT) calculations. Results from our DFT study indicate that the calculated various subtypes of bond dissociation enthalpies (BDEs) changing tendency is that C–S bond < C–N bond < C–O bond < C–C bond < C–H bond < C=C bond. However, for each bond type, the BDE value has a large range and overlaps each other, and the BDE mostly relies on the local environment (the functional groups and position) of chemical bonds and radical stability. For the C–C bond, a linear relationship (R= 0.85) between C–C bond distances and BDE has been achieved. Thus, the bond distance can serve as a good indicator of bond strength for C–C bond linkages. All results support that the BDE is a good choice to evaluate the dissociation tendencies of kerogen and this work provides an effective path to reveal the nature of chemical bonding for large-sized kerogen molecules. [ABSTRACT FROM PUBLISHER]