{"id":1124,"date":"2018-06-25T11:38:02","date_gmt":"2018-06-25T09:38:02","guid":{"rendered":"http:\/\/blogs.elcomercio.es\/fonendoscopio\/?p=1124"},"modified":"2018-06-25T11:38:02","modified_gmt":"2018-06-25T09:38:02","slug":"la-mortalidad-por-diabetes-se-reduce-pero-los-casos-aumentan","status":"publish","type":"post","link":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/2018\/06\/25\/la-mortalidad-por-diabetes-se-reduce-pero-los-casos-aumentan\/","title":{"rendered":"La mortalidad por diabetes se reduce pero los casos aumentan"},"content":{"rendered":"<p>La disminuci\u00f3n en las tasas de mortalidad entre los adultos con diabetes seguramente refleja una mejor prevenci\u00f3n y tratamiento.<\/p>\n<p>La diabetes se ha asociado con un aumento aproximado del 75% en la tasa de mortalidad en adultos, y la persona promedio de 60 a\u00f1os diagnosticada con diabetes pierde 5 a\u00f1os de su vida por la enfermedad.<\/p>\n<p>Aunq<a href=\"https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones.png\"><img loading=\"lazy\" class=\"size-medium wp-image-1125 alignleft\" src=\"https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones-300x300.png\" alt=\"dm-complicaciones\" width=\"300\" height=\"300\" srcset=\"https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones-300x300.png 300w, https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones-150x150.png 150w, https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones-768x768.png 768w, https:\/\/static-blogs.elcomercio.es\/wp-content\/uploads\/sites\/22\/2018\/06\/DM-complicaciones.png 800w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/><\/a>ue las enfermedades cardiovasculares han representado hist\u00f3ricamente la mayor n\u00famero de esas muertes, la diabetes se asocia con un mayor riesgo de muerte por una amplia gama de causas adicionales, incluida la diabetes en s\u00ed misma, enfermedad renal, c\u00e1ncer, infecciones, enfermedad hep\u00e1tica y causas externas.<\/p>\n<p>Algunos estudios basados en la poblaci\u00f3n sugieren que el car\u00e1cter de las complicaciones relacionadas con la diabetes podr\u00eda estar cambiando.<\/p>\n<p>En los adultos estadounidenses diagnosticados con diabetes, la tasa de complicaciones relacionadas con la enfermedad cardiovascular disminuy\u00f3 m\u00e1s que otros tipos de morbilidad desde 1990 hasta 2010, lo que podr\u00eda aumentar la importancia relativa de otras complicaciones y afecciones, que incluyen la enfermedad renal cr\u00f3nica, el c\u00e1ncer y las afecciones relacionadas con el envejecimiento.<\/p>\n<p>Es posible que estos cambios en la morbilidad est\u00e9n acompa\u00f1ados por cambios en las causas de muerte entre las personas con diabetes, como se ha informado en la poblaci\u00f3n general.Sin embargo, ning\u00fan estudio ha evaluado la mortalidad por causas espec\u00edficas entre las personas con diabetes en los EE. UU.<\/p>\n<hr \/>\n<p><strong>Resumen<\/strong><\/p>\n<p>Tasas de mortalidad relacionadas con todas las causas y vasculares est\u00e1n disminuyendo entre los diab\u00e9ticos. Sin embargo, la cantidad de casos diagnosticados de diabetes contin\u00faa aumentando.<\/p>\n<p>Las tasas de complicaciones de la diabetes, particularmente las complicaciones cardiovasculares, han disminuido en los \u00faltimos a\u00f1os, pero se desconoce el efecto de estos cambios en la mortalidad por causas espec\u00edficas.<\/p>\n<p>Los investigadores obtuvieron datos sobre casi 700,000 adultos estadounidenses que fueron encuestados entre 1980 y 2014 y relacionaron los datos de la encuesta con los datos de mortalidad. Cerca de 50,000 participantes ten\u00edan diabetes.<\/p>\n<p>Las tasas de mortalidad por todas las causas en adultos con diabetes disminuyeron en un 20% cada 10 a\u00f1os: las muertes vasculares, las relacionadas con el c\u00e1ncer y las muertes por otras causas disminuyeron en 32%, 16% y 7%, respectivamente, en cada d\u00e9cada.<\/p>\n<p>Las tasas de mortalidad entre los adultos con diabetes continuaron excediendo las tasas entre las personas sin diabetes en todas las categor\u00edas, pero las diferencias absolutas entre las personas con y sin diabetes en todas las causas y las tasas de mortalidad relacionadas con los vasos disminuyeron a la mitad.<\/p>\n<p>Entre los adultos con diabetes, la proporci\u00f3n de muertes totales por causas vasculares disminuy\u00f3, y la proporci\u00f3n de muertes totales por causas no vasculares, no relacionadas con el c\u00e1ncer aument\u00f3.<\/p>\n<p><img loading=\"lazy\" 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alt=\"\" width=\"638\" height=\"399\" \/><br \/>\n<span id=\"result_box\" lang=\"es\">Riesgos relativos de muerte entre las personas con diabetes frente a las que no lo tienen, seg\u00fan las causas espec\u00edficas de muerte<\/span><\/p>\n<table cellspacing=\"1\" cellpadding=\"1\">\n<tbody>\n<tr>\n<td><strong>Comentario<\/strong><\/p>\n<p>La disminuci\u00f3n en las tasas de mortalidad por causas y causas espec\u00edficas entre los adultos con diabetes seguramente refleja una mejor prevenci\u00f3n y tratamiento. Sin embargo, el n\u00famero total de vidas en los EE. UU. que se acortan debido a la diabetes contin\u00faa<strong> aumentando<\/strong> debido al aumento en la diabetes diagnosticada entre los adultos.<\/p>\n<p><strong>Implicaciones de toda la evidencia disponible<\/strong><\/p>\n<p>El desproporcionado cambio en las causas de muerte por causas vasculares y no vasculares ha llevado a una diversificaci\u00f3n de las causas de muerte, lo que indica la necesidad de atender el manejo cl\u00ednico, la prevenci\u00f3n y el control de un rango m\u00e1s diverso de diabetes condiciones relacionadas.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<!-- AddThis Advanced Settings generic via filter on the_content --><!-- AddThis Share Buttons generic via filter on the_content -->","protected":false},"excerpt":{"rendered":"<p>La disminuci\u00f3n en las tasas de mortalidad entre los adultos con diabetes seguramente refleja una mejor prevenci\u00f3n y tratamiento. La diabetes se ha asociado con un aumento aproximado del 75% en la tasa de mortalidad en adultos, y la persona promedio de 60 a\u00f1os diagnosticada con diabetes pierde 5 a\u00f1os de su vida por la [&hellip;]<!-- AddThis Advanced Settings generic via filter on get_the_excerpt --><!-- AddThis Share Buttons generic via filter on get_the_excerpt --><\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[3],"tags":[6,130,389,459],"_links":{"self":[{"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/posts\/1124"}],"collection":[{"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/comments?post=1124"}],"version-history":[{"count":1,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/posts\/1124\/revisions"}],"predecessor-version":[{"id":1126,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/posts\/1124\/revisions\/1126"}],"wp:attachment":[{"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/media?parent=1124"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/categories?post=1124"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blogs.elcomercio.es\/fonendoscopio\/wp-json\/wp\/v2\/tags?post=1124"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}