![](data:image/png;base64,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)
2
Open Access ©Autor(es) CC-BY-NC 4.0 internacional
Rev. cienc. forenses Honduras Volumen 7, N.° 2, Año 2021 URL: http://www.bvs.hn/RCFH/html5/
DILEMAS BIOÉTICOS EN LA INVESTIGACIÓN FORENSE
El investigador forense enfrenta, a lo largo de su carrera, numerosos dilemas bioéticos, pues debe respetar la no
malecencia, benecencia, autonomía y justicia, tanto de presuntas víctimas y deudos, como de imputados por
delitos; algunos de ellos particularmente repudiables. La discusión debería iniciarse, con participación no sólo de
peritos forenses, sino de jueces, scales, defensores, miembros de la comunidad, bioeticistas, lósofos, ministros
religiosos, policías, etc. El n de tales discusiones sería llegar a un consenso sobre varias cuestiones fundamentales,
que, de ocurrir y no ser resueltas, provocan profundos cuestionamientos en la comunidad, comprometiendo la
conanza en las instituciones, en la administración de justicia y en el valor de la investigación forense. Algunos
de estos dilemas, podrían ser motivo de investigación y publicación:
La administración de justicia espera del perito investigador, no que dictamine a favor de una u otra parte, sino
que proporcione una información sólida y veraz sobre la materia de su competencia para ilustrar a los juristas
quienes, a su vez, deben formar al respecto su propia opinión. Problemas como la retribución económica, no
contar con todas las fuentes de información, haber participado en la terapia del paciente, adoptar posturas en favor
de los imputados o de las víctimas, rmar informes de colegas sin revisarlos, apartarse de la objetividad y de la
prudencia, pueden salir a la luz en un juicio y entorpecer la labor, no sólo del investigador encargado del caso,
sino de todos sus colegas. La labor forense plantea dilemas éticos que han sido poco abordados, por lo que es
necesario propiciar discusiones con todos los actores que intervienen en la pericia forense a n de garantizar que
el enfoque bioético sea cada vez más considerado.
1.
Asamblea General de las Naciones Unidas. Declaración Universal de los Derechos Humanos. Libro de Comisión
de Derechos Humanos. París: Organización de las Naciones Unidas; 1948.
2.
Alexy R. Theorie der Grundrechte. Baden-Baden: sn; 1985.
propiedades son: universalidad, fundamentalidad, abstracción y prioridad sobre los demás tipos de derechos.
Según Alexy2, la libertad e igualdad están en la base de los Derechos Humanos: “Reconocer a otro individuo
como libre e igual implica reconocerlo como autónomo, lo cual a su vez implica reconocerlo como persona.
Reconocerlo como persona es atribuirle dignidad, lo cual signica reconocer sus Derechos Humanos.”
REFERENCIAS BIBLIOGRÁFICAS
Certicación o especialización de los peritos o investigadores forenses, sesgos que
afectan a los investigadores forenses, error o responsabilidad profesional, límites
de la condencialidad clínica vs. pericial, conictos entre actividad asistencial y
pericial, gestión de la calidad en la investigación y el laboratorio forense.