Otro indicador de desigualdad es el índice10/10, que expresa el ingreso del 10% más rico en función del 10% más pobre de la población. Para ello, la (Tabla 2) presenta el promedio del ingreso autónomo del hogar (ver definición en Anexo E) por deciles, de acuerdo a la Encuesta CASEN de 2015. Observando los extremos se evidencia que el 10% de los hogares de mayores ingresos son 27,2 veces más ricos que el decil de menores ingresos. El resultado es aún más abismante si consideramos los ingresos autónomos per cápita del hogar, donde la razón 10/10 aumenta a forty five,1. Lo anterior no es de extrañar, ya que como se señaló en la Sección 2, Chile es el segundo país más desigual de entre los países miembros de la OCDE.
Se trata de un problema clásico de elección social (social choice) para soluciones de equidad distributiva, como posibilidad de remediar desigualdades preexistentes. Sin embargo, desde el punto de vista normativo, el problema no se resuelve solo fijando criterios abstractos de valor; de hecho, depende de la aceptabilidad o legitimación social de la solución distributiva elegida. Como consecuencia, se deben considerar los aspectos de valor económico versus legitimidad social. En este sentido, Sen evalúa cinco condiciones que permiten ordenar las prioridades de elección.
17El IDH-D considera las mismas tres dimensiones del IDH, pero considerando cómo se distribuyen los logros a lo largo de la población, penalizando el valor promedio para cada dimensión en función de lo desigual que sea. Si los países se encontraran en una situación best de perfecta igualdad, ambos indicadores coincidirían. Mientras mayor desigualdad, el IDH-D se ubicará más por debajo del IDH, siendo este el caso de Chile. 12Los cambios metodológicos de la Encuesta CASEN aplicados a partir del año 2013 tuvieron también un impacto en el cálculo de los indicadores de desigualdad de ingresos. Para entender la evolución de la desigualdad a largo plazo, se expondrán también los resultados del índice de Gini bajo la metodología tradicional.
Solo cinco de las 15 regiones se encuentran por debajo del promedio nacional evaluando ambos tipos de pobreza (Magallanes, Aysén, la Región Metropolitana, Antofagasta y Tarapacá). Por su lado, La Araucanía sobrepasa los promedios nacionales en ambos casos, y se observa que la diferencia entre ambos tipos de pobreza no es tan amplio, por lo que se infiere que el ingreso es la mayor causa de pobreza en este territorio, lo que se avala con el resultado del PIB per cápita expuesto anteriormente. No se puede negar que Chile ha experimentado un desarrollo sin precedentes desde el retorno a la democracia (1990). Se ha logrado en un escenario de estabilidad política y social, preservando equilibrios macroeconómicos a pesar de los shocks internacionales (Sunkel e Infante, 2009). Asimismo, las políticas sociales, enfocadas a la población de menores ingresos han obtenido buenos resultados disminuyendo la pobreza del país y en cada una de sus regiones. Chile fue el primer país Latinoamericano invitado a ser parte de la Organización para la Cooperación y el Desarrollo Económico (OCDE).
Además, las curvas de concentración de las desigualdades en salud o los índices de salud tipo Gini constituyen meras aplicaciones de las medidas de distribución de parámetros individuales, como estatus de salud o capacidad particular person de acceso a recursos de salud, sin considerar los efectos agregados en poblaciones o grupos sociales. A pesar de la evidencia presentada anteriormente, en el caso de Chile la evidencia es mixta. Olavarría utilizando la encuesta CASEN entre 1987 y 2000 encuentra que los pobres monetarios tienen serias dificultades para acceder a la atención de salud cuando la necesitan, y cuando la obtienen, acceden a ella de manera tardía14 . Bedregal et al. encuentra que las personas en condición de extrema pobreza desconfían del sistema de salud y perciben obstáculos para acceder a el15 . Vega et al. muestra que, durante los 90s, las mujeres tenían serias desventajas de acceso a salud en comparación con los hombres, ya que a pesar de que los salarios de ellas eran en promedio 30% inferiores al de los hombres, las mujeres usan los servicios de salud con mayor intensidad (1,5 veces más)16 .
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)
El desarrollo, la pobreza y la desigualdad son conceptos diferentes aunque se encuentren intrínsecamente relacionados. Están en el centro del enfoque de capacidad de Amartya Sen y del Enfoque de Desarrollo Humano del Programa de la Naciones Unidas para el Desarrollo (PNUD), y todos tienen un notable impacto en el bienestar de las personas. Para medir la pobreza subjetiva se realizan encuestas, utilizando indicadores como la línea de pobreza subjetiva (LPS). Esta utiliza de referencia el ingreso mínimo familiar y la percepción de las personas sobre si este ingreso es suficiente para satisfacer sus necesidades básicas. La pobreza absoluta es utilizada para comparar la pobreza entre diferentes países con diferentes condiciones socioeconómicas.
Este apartado concluye que, para los períodos estudiados, los territorios en peores condiciones iniciales (ya sea por ingreso o por desigualdad del ingreso), tienden a mejorar su condición respecto de los territorios más aventajados inicialmente. Aunque era de esperar que las regiones más pobres sean las que más rápido crezcan, no es obvio el comportamiento de la desigualdad. Al realizar el mismo ejercicio pero considerando el 20% de los hogares con mayores y menores ingresos, el ratio es claramente menor. Sin embargo, el escenario no cambia demasiado al jerarquizar el territorio, al menos no para las regiones mejor y peor catalogadas anteriormente. El (Gráfico 7) demuestra nuevamente que La Araucanía y Los Ríos son los territorios más desiguales, seguida del Biobío y la Región Metropolitana, la cual sube al puesto número cuatro. Por su lado, con menor desigualdad destacan las regiones de Arica y Parinacota, Atacama y Antofagasta (las misma regiones destacadas en el ratio 10/10, pero en un orden diferente).
El transporte público funcionará hasta las 19 (2200 GMT) para facilitar la movilidad de los manifestantes que se congregaron frente al Congreso. Columnas de integrantes de sindicatos, un sector del peronismo y fuerzas políticas de izquierda ocuparon la plaza ubicada frente al edificio legislativo mientras otras movilizaciones se replicaron en distintas ciudades, como Mendoza y Mar del Plata. Estos vales canjeables serán administradas por Cruz Roja de forma temporal durante el primer año, desde abril a diciembre. A partir del 1 de enero de 2025, el programa será gestionado íntegramente por las comunidades con la financiación del FSE+.
Por ejemplo, en países como Turkmenistán, Bosnia Herzegovina, Barbados, Uzbekistán y Azerbaiyán, el 30 por ciento o más de los pobres del IPM son indigentes. En basic, las tasas de indigencia tienden a ser inferiores a las tasas de pobreza de 1,90 dólares/día. Pero la indigencia es notablemente superior a la pobreza por ingresos en algunos países, como Pakistán, Mauritania, Sudán, Gambia, Chad, Etiopía, Níger y Sudán del Sur. Este hallazgo destaca la importancia de medir y combatir la pobreza en todas sus formas y dimensiones. En el lado negativo, hay seis países donde la indigencia es «la norma» que afecta a la mitad o más de la población. El crecimiento económico no es estrictamente necesario y no es, en absoluto, suficiente (Bourguignon et al., 2008).
Algunos indicadores de desigualdad económica son la riqueza, el ingreso y el consumo, el rendimiento y/o de oportunidad (como por ejemplo de inversión o empleo). Es decir, una persona o población no tiene igual acceso estos elementos, en relación con otras personas o poblaciones, dadas las mismas condiciones de participación. La desigualdad económica se refiere a la diferencia que existe en el reparto de los ingresos de una población. Hay desigualdad económica en un país o región, cuando una parte de la población tiene un acceso limitado a la riqueza generada, mientras que otra la otra parte tiene a su haber la mayoría de esta riqueza. La pobreza se refiere a un estado en el cual una persona o grupo de personas no pueden satisfacer necesidades básicas que permitan mantener un nivel de vida socioeconómico viable.