He visto este tuit y me ha recordado a la primera sesión del curso. En esta sesión se habló de lo que era un científico y la ciencia y de cómo el doctorado era la iniciación a la profesión de científico.
Entre todos llegamos a la conclusión tras el planteamiento de la pregunta: ¿qué te ha llevado a hacer el doctorado? de que la función y objetivo de un científico era la de crear conocimiento, no sólo absorberlo (que también) sino contribuir activamente a aumentarlo.
Sin embargo, y como bien apuntó Joaquín, un científico tiene tanto valor como sus publicaciones, dado que si no haces público el conocimiento, deja de tener valor.
De ahí la respuesta de la mayoría a la pregunta: Los científicos buscamos... PUBLICAR
¿De qué sirve investigar durante años sobre un tema interesantísimo y de gran importancia para el desarrollo de la humanidad si no lo das a conocer al mundo? Tan importante es investigar sobre un tema como publicar los avances conseguidos en él, para que otros puedan aprender y seguir aportando más y más conocimiento.
Esto me llevó a otro tuit, en el que se habla del grado de citación de los artículos científicos y de cuánta gente lee los artículos científicos.
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)
Tras la lectura del artículo que viene enlazado en el propio tuit, he llegado a la conclusión de que si bien es cierto que muchos artículos nunca son citados, es mucho generalizar que la tasa de artículos no citados es del 90%. Este porcentaje varía por campo de investigación:
12% medicina
27% ciencias naturales
32% ciencias sociales
82% humanidades
Como bien explica en el artículo, es muy difícil determinar el porcentaje de articulos citados y leídos. Sin embargo, los datos son cuanto menos alarmantes y se constata que los artículos académicos están en problemas, ya que no se citan ni se leen tanto como se debería.
Para terminar con un apunte positivo y a pesar de estos porcentajes poco alentadores, recordemos lo bueno de los artículos académicos, que nos permiten aprender cómo la gente ha llegado a conclusiones y juzgar sus métodos por nosotros mismos, teniendo la certeza de que son personas cualificadas en una materia y que se han esfrozado en saber cómo hacer las cosas y demostrar la validez de sus conclusiones.
Os dejo un par de tuits para animaros con la tesis.
¡Hasta la próxima entrada!
El hecho de buscar la publicación, personalmente creo que es por presión social, dentro del ambiente de investigación, no me refiero a la sociedad en general. Debido a los sistemas de evaluación, nos vemos obligado, y hasta llegamos a obsesionarnos con, publicar, y esto puede llevarnos a crear ciertos sesgos en las publicaciones, y en los temas a investigar.
ResponderEliminarCaramba, tirarndo de tuits te has hecho una reflexión profundísima :-) Que bien!
ResponderEliminarSeguiremos hablando de todo esto.
Me ha parecido muy interesante ese tuit y tu comentario. Es cierto que es importantísimo publicar los resultados de nuestra investigación, aunque no sean los esperados en un principio. Pero tampoco debemos obsesionarnos con esto. En ocasiones, la obsesión por publicar puede llevarnos a tener prisas innecesarias y dejar de lado el buen hacer en el proceso de investigación. Lo primero es realizar bien el estudio y de forma secundaria, publicar siempre los resultados.
ResponderEliminarTambién me ha parecido muy interesante el tuit y la reflexión que has sacado de el. Tienes razón cuando dices que los cintifícos buscamos publicar pero siempre hay que tener un límite no hay que publicar a cualquier precio ni por publicar más es mejor, más vale publicar poco en revistas buenas que publicar mucho en revistas mediocres.
ResponderEliminar