Labor's shares - aggregate and industry: accounting for both in a model of unbalanced growth with induced innovation

The relative stability of aggregate labor's share constitutes one of the great macroeconomic ratios. However, relative stability at the aggregate level masks the unbalanced nature of industry labor's shares – the Kuznets stylized facts underlie those of Kaldor. We present a two-sector – one labor-only and the other using both capital and labor – model of unbalanced economic development with induced innovation that can rationalize these phenomena as well as several other empirical regularities of actual economies. Specifically, the model features (i) one sector ("goods" production) becoming increasingly capital-intensive over time; (ii) an increasing relative price and share in total output of the labor-only sector ("services"); and (iii) diverging sectoral labor's shares despite (iii) an aggregate labor's share that converges from above to a value between 0 and unity. Furthermore, the model (iv) supports either a neoclassical steadystate or long-run endogenous growth, giving it the potential to account for a wide range of real world development experiences.

Re-measuring labor's share

Measuring labor's share of an economy's aggregate income seems straightforward, at least in principle. Count up wage and salary income, along with the value of benefits provided to employees, and divide it by total income. However, one fundamental concept of labor's share in macroeconomic theory is not the amount of aggregate income paid out to labor. Rather, it is the share of aggregate production that is attributable to "raw" units of labor. Or, otherwise stated, it is the share of aggregate income that would have been paid to laborers if they had no accumulated stocks of human capital.1 This share corresponds to an aggregate production function parameter: the elasticity of output with respect to physical (i.e. non-augmented or raw) units of labor (Robert Solow, 1957). In this paper we estimate annual raw labor’s share for the US, 1949 to 1996.

Análisis y comparación de los sistemas de interacción didáctica : Aschner-Gallagher y Claim, Claim y G. Vázquez.

Buscar la concomitancia existente entre los sistemas de interacción didáctica Aschner-Gallagher y Claim, Claim y G. Vázquez, a través del coeficiente de contingencia. Interacción didáctica en varias clases de segundo de EGB. Análisis de los distintos sistemas de interacción en el aula: Claim, Vázquez, Aschner-Gallagher, y Flanders comparación cuantitativa de los sistemas Aschner-Gallagher y Claim, Claim y G. Vázquez. En el sistema Aschner-Gallagher se estudian los siguientes factores: rutina, memoria cognitiva, pensamiento convergente, pensamiento divergente, pensamiento evaluativo, del sistema Claim se estudian los comportamientos y los niveles cognitivos. Del sistema Vázquez sus categorías. Grabaciones en cinta magnetofónica de doce horas de diferentes clases dadas por cinco profesores distintos de segundo de EGB. Frecuencias. Coeficiente de contingencia. Correlación de frecuencias por pares de categorías. El coeficiente de contingencia entre los sistemas Aschner-Gallagher y Claim no es muy elevado, tan solo un 0,696, lo que significa baja concomitancia entre ambos. Sin embargo, el coeficiente obtenido en la comparación del sistema de Claim y el de G. Vázquez, se deduce una alta concomitancia. De la correlación de frecuencias se deduce que en el aula predominan las preguntas directas y cerradas sobre las amplias y divergentes en todos los sistemas analizados. Propone un nuevo sistema de interacción didáctica basado en todos los sistemas analizados y al que se denomina BGBQ. Fecha finalización tomada del código del documento.

Sentencia de la Corte Constitucional del Ecuador sobre la constitucionalidad de la obligación del afianzamiento tributario (Jurisprudencia)

Los sujetos pasivos que impugnen ante la vía judicial un acto administrativo mediante el cual se pretenda determinar o recaudar tributos, deben rendir una caución equivalente al 10% de la cuantía de su demanda, de no presentársela en el término de quince días, el acto impugnado queda ejecutoriado y los jueces deben ordenar el archivo del proceso. Nuestra Corte Constitucional para el Período de Transición considera que no se vulnera derecho alguno en ese caso, siempre y cuando se exija rendir la caución después de calificada la demanda. Estudiaremos los fundamentos que tuvo la Corte Constitucional para llegar a esa conclusión. Pretenderemos analizarlos y cuestionarlos objetivamente, para así demostrar por qué su falta de coherencia y de sustento permite concluir que su análisis pecó por falto de imparcialidad, y por qué es razonable suponer que sus móviles no fueron jurídicos en lo absoluto, sin perjuicio de que, a la par, demos nuestro parecer al respecto. Independientemente de la trascendencia jurídica que puedan o no tener en nuestro ordenamiento, esperamos se entienda por qué creemos que estos precedentes deben ser considerados como un capítulo funesto en la historia de la jurisprudencia constitucional ecuatoriana.

Forest Policy Scenario Analysis: Sensitivity of Songbird Community to Changes in Forest Cover Amount and Configuration

Changes in mature forest cover amount, composition, and configuration can be of significant consequence to wildlife populations. The response of wildlife to forest patterns is of concern to forest managers because it lies at the heart of such competing approaches to forest planning as aggregated vs. dispersed harvest block layouts. In this study, we developed a species assessment framework to evaluate the outcomes of forest management scenarios on biodiversity conservation objectives. Scenarios were assessed in the context of a broad range of forest structures and patterns that would be expected to occur under natural disturbance and succession processes. Spatial habitat models were used to predict the effects of varying degrees of mature forest cover amount, composition, and configuration on habitat occupancy for a set of 13 focal songbird species. We used a spatially explicit harvest scheduling program to model forest management options and simulate future forest conditions resulting from alternative forest management scenarios, and used a process-based fire-simulation model to simulate future forest conditions resulting from natural wildfire disturbance. Spatial pattern signatures were derived for both habitat occupancy and forest conditions, and these were placed in the context of the simulated range of natural variation. Strategic policy analyses were set in the context of current Ontario forest management policies. This included use of sequential time-restricted harvest blocks (created for Woodland caribou (Rangifer tarandus) conservation) and delayed harvest areas (created for American marten (Martes americana atrata) conservation). This approach increased the realism of the analysis, but reduced the generality of interpretations. We found that forest management options that create linear strips of old forest deviate the most from simulated natural patterns, and had the greatest negative effects on habitat occupancy, whereas policy options that specify deferment and timing of harvest for large blocks helped ensure the stable presence of an intact mature forest matrix over time. The management scenario that focused on maintaining compositional targets best supported biodiversity objectives by providing the composition patterns required by the 13 focal species, but this scenario may be improved by adding some broad-scale spatial objectives to better maintain large blocks of interior forest habitat through time.

Radar scattering by aggregate snowflakes

The radar scattering properties of realistic aggregate snowflakes have been calculated using the Rayleigh-Gans theory. We find that the effect of the snowflake geometry on the scattering may be described in terms of a single universal function, which depends only on the overall shape of the aggregate and not the geometry or size of the pristine ice crystals which compose the flake. This function is well approximated by a simple analytic expression at small sizes; for larger snowflakes we fit a curve to Our numerical data. We then demonstrate how this allows a characteristic snowflake radius to be derived from dual wavelength radar measurements without knowledge of the pristine crystal size or habit, while at the same time showing that this detail is crucial to using such data to estimate ice water content. We also show that the 'effective radius'. characterizing the ratio of particle volume to projected area, cannot be inferred from dual wavelength radar data for aggregates. Finally, we consider the errors involved in approximating snowflakes by 'air-ice spheres', and show that for small enough aggregates the predicted dual wavelength ratio typically agrees to within a few percent, provided some care is taken in choosing the radius of the sphere and the dielectric constant of the air-ice mixture; at larger sizes the radar becomes more sensitive to particle shape, and the errors associated with the sphere model are found to increase accordingly.

Amount of substance and the Mole

The International System of Units, the SI, is built upon seven base quantities and seven base units, as summarized in the table below. Although most of these are familiar to all scientists, the quantity “amount of substance” and its unit “mole” are less familiar and are mainly used by chemists.1 In the chemistry community, the unit “mole” is familiar, but the name of the corresponding quantity “amount of substance” is not so familiar, and the concept is still a source of difficulty for many students. This article reviews and clarifies these two concepts2 and discusses the definition of the unit “mole” and its possible revision.