Tesis de Investigacion: DELIMITACIÓN DEL TEMA.pdf

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La metodología de la investigación proporciona tanto al estudiante como a los profesionales una serie de herramientas teórico-prácticas para la solución de problemas mediante el método científico. Estos conocimientos representan una actividad de racionalización del entorno académico y profesional fomentando el desarrollo intelectual a través de la investigación sistemática de la realidad. Puedes contactarme en twitter: @tesisdeinvestig @yaquelinfranco Tesis de Investigacion Servicio de Asesoría Metodológica: Asesoramiento en forma integral en tesis de grado y proyectos. Todas las carreras: TSU, Pre grado y Post grado. Análisis estadísticos, acompañamiento en correcciones. Utilizamos las normas UPEL, incluyendo además reglamentos o normas de la Universidad o Instituto al cual pertenezcas. (Solo para Venezuela) 3/6/11 DELIMITACIÓN DEL TEMA Son muchas las interrogantes que el (la) investigador (a) seplantean a la hora de elegir un tema de investigación. lo primero. ¿Qué investigar? Esta interrogante parece fácil, pero nolo es. Ante un mundo complej en el que se mueve, habita, se desarrrolla, existe un universo de problemas en ese mundo real y que el (ella) solo (a) deberá descirar. Un sólo problema será, en un primer momento de enfrentarse con lo que de ahora en adelante se llamará "objeto de investigación","problema de investigación", "tema de investigación" u "objeto de estudio". El (la) investigador (a) seleccionará aquel "tema" u "objeto" que responda a muchas condiciones. Al delimitar se aclara el tipo de investigación si es exploratorio, descriptivo, predictivo o experimental, etc. Esta aclaración sobre el tipo de estudio permitirá tener una visión general sobre la validez y el grado de confianza que puede tener como resultado. Esto supone determinar el alcance y los límites del tema. Una de las fallas más comunes en la investigación consiste en la ausencia de delimitación del tema; el 80% de las investigaciones fracasa por carecer de la misma, es decir, por ambición de tema. Delimitar el tema quiere decir poner límites a la investigación y especificar el alcance de esos límites. En la delimitación del tema no basta con identificar una rama de las ciencias, pues tales ramas cubren variada gama de problemas. Es preferible señalar, de acuerdo a las propias inclinaciones y preferencias, un tema reducido en extensión. No importa que el tema constituya un grano arena dentro de la ciencia. Además, por reducido y limitado que; pueda parecer un tema, si se explora convenientemente, pronto surgen toda una serie de ramificaciones que le dan importancia y valor. La limitación del tema a una materia restringida y claramente circunscrita, tiene su importancia también desde el punto de vista del tiempo que el investigador va a dedicar a su trabajo. Siempre estará en su propio interés realizar el trabajo de investigación dentro de un lapso razonable y no excesivamente largo. Al elegir un tema, el tiempo disponible para su elaboración es un factor que se debe tomar en consideración. Asimismo, al delimitar el tema, deben considerarse los materiales y fuentes bibliográficas con que se cuenta para la investigación, ya que se puede dar el caso de no encontrar lo requerido para el desarrollo del trabajo. La contrastación de recursos con la delimitación del tema es de orden funcional y no de orden investigativo. La carencia de delimitación conlleva a la superficialidad. Ver los alcances y los límites permiten ver el grado de profundidad del estudio. +24 Recomendar esto en Google Romántic@ Herramientas para el éxito Blogs que sigo Páginas vistas en total 3 7 2 9 2 2 3 Participar en este sitio Google Friend Connect Miembros (257) Más » ¿Ya eres miembro? Iniciar sesión Seguidores 2014 (79) 2013 (46) 2012 (70) 2011 (240) noviembre (3) octubre (17) septiembre (13) agosto (11) julio (11) junio (125) Definición del Problema a Investigar Análisis de Datos ¿DE QUÉ DEPENDE QUE UNA INVESTIGACIÓN SE INICIE CO... ¿UNA INVESTIGACIÓN PUEDE INCLUIR Archivo del blog 0 Más Siguiente blog» Crear un blog Acced

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La metodología de la investigación proporciona tanto al estudiante como a los profesionales una serie deherramientas teórico-prácticas para la solución de problemas mediante el método científico. Estos conocimientosrepresentan una actividad de racionalización del entorno académico y profesional fomentando el desarrollointelectual a través de la investigación sistemática de la realidad. Puedes contactarme en twitter: @tesisdeinvestig@yaquelinfranco

Tesis de Investigacion

Servicio de Asesoría Metodológica:

Asesoramiento en forma integral en tesis de grado y proyectos. Todas las carreras: TSU, Pre grado y Post grado. Análisis estadísticos,acompañamiento en correcciones. Utilizamos las normas UPEL, incluyendo además reglamentos o normas de la Universidad o Institutoal cual pertenezcas. (Solo para Venezuela)

3/6/11

DELIMITACIÓN DEL TEMASon muchas las interrogantes que el (la) investigador (a) seplantean a la horade elegir un tema de investigación. lo primero. ¿Qué investigar? Estainterrogante parece fácil, pero nolo es. Ante un mundo complej en el que semueve, habita, se desarrrolla, existe un universo de problemas en ese mundoreal y que el (ella) solo (a) deberá descirar. Un sólo problema será, en unprimer momento de enfrentarse con lo que de ahora en adelante se llamará"objeto de investigación","problema de investigación", "tema deinvestigación" u "objeto de estudio".

El (la) investigador (a) seleccionará aquel "tema" u "objeto" que responda a muchas condiciones.Al delimitar se aclara el tipo de investigación si es exploratorio, descriptivo, predictivo o experimental, etc. Estaaclaración sobre el tipo de estudio permitirá tener una visión general sobre la validez y el grado de confianzaque puede tener como resultado. Esto supone determinar el alcance y los límites del tema.

Una de las fallas más comunes en la investigación consiste en la ausencia de delimitación del tema; el 80% delas investigaciones fracasa por carecer de la misma, es decir, por ambición de tema. Delimitar el tema quiere decirponer límites a la investigación y especificar el alcance de esos límites.

En la delimitación del tema no basta con identificar una rama de las ciencias, pues tales ramas cubren variadagama de problemas. Es preferible señalar, de acuerdo a las propias inclinaciones y preferencias, un tema reducidoen extensión. No importa que el tema constituya un grano arena dentro de la ciencia. Además, por reducido ylimitado que; pueda parecer un tema, si se explora convenientemente, pronto surgen toda una serie deramificaciones que le dan importancia y valor.

La limitación del tema a una materia restringida y claramente circunscrita, tiene su importancia también desde elpunto de vista del tiempo que el investigador va a dedicar a su trabajo. Siempre estará en su propio interés realizarel trabajo de investigación dentro de un lapso razonable y no excesivamente largo. Al elegir un tema, el tiempodisponible para su elaboración es un factor que se debe tomar en consideración.

Asimismo, al delimitar el tema, deben considerarse los materiales y fuentes bibliográficas con que se cuenta para lainvestigación, ya que se puede dar el caso de no encontrar lo requerido para el desarrollo del trabajo.

La contrastación de recursos con la delimitación del tema es de orden funcional y no de ordeninvestigativo. La carencia de delimitación conlleva a la superficialidad. Ver los alcances y los límites permiten verel grado de profundidad del estudio.

+24 Recomendar esto en Google

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
Page 2: Tesis de Investigacion: DELIMITACIÓN DEL TEMA.pdf

Publicado por Tesis de Investigadores en 9:41

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Generalmente se delimita en relación con el tiempo y el espacio: En relación conel tiempo: pasado, presente, futuro, es decir, se ubica el tema en el momento enque un fenómeno sucedió, suceda o pueda suceder. En relación con el espacio:indica la circunscripción en sí de la problemática, a una población o muestradeterminada, estos dos factores deben ir unidos en toda delimitación.

Bibliografia:

Sabino, Carlos. Metodología de la Investigación. Una introoducciónTeorico-práctica. 3era Ed.Caracas. Venezuela. Editorial Logos. 1977.

Bavaresco, Aura. Proceso Metodológico en la Investigación. 5ta Edición. Editorial de la universidad delZulia. maracaibo. Venezuela. 2006.

Puedes citarme como:

Franco Y. Tesis de Investigación. [Blog en internet] Venezuela. Disponible en http://tesisdeinvestig.blogspot.com/2011/06/delimitacion-del-tema.html [Citado año/mes/día]

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25 comentarios:

Anónimo 21 de abril de 2012, 22:01

por ke toodos dicen lo mismo es copia o ke?

Responder

Anónimo 21 de marzo de 2014, 10:47

Es que no ke

Anónimo 6 de mayo de 2012, 14:04

Biien..!! :)

Responder

Anónimo 11 de junio de 2012, 16:26

Gracias me ayudaron mucho saludos y sigan con el buen trabajo

Responder

Tesis de Investigadores 24 de noviembre de 2012, 10:28

Siempre dispuesta a ayudar.

Anónimo 6 de diciembre de 2012, 13:58

eres unimbeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeecil

Anónimo 7 de diciembre de 2012, 11:37

por què responder de esa manera a una persona que lo unico que pretende es ayudar, quièn es màs tontoahora.

Anónimo 28 de mayo de 2014, 8:37

ignora los estúpidos que no entienden y pretenden esconder su ignorancias con insultos

ELEMENTOS DE LOS...

EJEMPLO DE LASDIFERENCIASENTRE UN ESTUDIOEXPLIC...

¿EN QUÉ CONSISTENLOS ESTUDIOSCORRELACIONALES?

Justificación de laInvestigación.Hernández, Fern...

Preguntas deInvestigación

Los objetivos de laInvestigación

Tipos de Investigaciones

Las Conclusiones

Marco Teórico.

DemografíaLaDemografía es laciencia que estudia ...

Revisión de conceptosdemográficos

Técnicas e Instrumentosde recolección dedatos

Datos o Variables

LA ESTADÍSTICA:Herramientafundamental endiverso...

Medidas deCentralización:

Distintos Tipos deFrecuencia:

Tablas Estadísticas

Variables y atributos

Población, elementos ycaracteres.

Variables e Indicadores.

Elementos Constitutivosdel Plan de Ejecucióno de...

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El Marco Teórico.

ESTADÍSTICAS.Definiciones.

Entrevistas.

Universo y Muestra.

Población y Muestra.Tamayo y Tamayo.

Técnicas deInvestigación. Autor:Muñoz.

Representacionesgráficas

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Probabilidad

Investigación AcciónParticipativa

Medidas de forma:Grado deconcentración

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Medidas de posicióncentral

Medidas tendencia

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Anónimo 4 de octubre de 2012, 7:38

eso es plagio

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Anónimo 24 de octubre de 2012, 15:45

Se puede decir que el diagnóstico del tema de la investigación es la delimitación?

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Tesis de Investigadores 24 de noviembre de 2012, 10:23

DIAGNÓSTICO SITUACIONAL: Procedimiento mediante el cual se analiza el contexto y el conjunto de variables yfenómenos que comprende un objeto de estudio determinado, con el fin de conocer su evolución histórica,determinar su realidad actual y posiblemente proyectar comportamientos futuros.Un diagnóstico permite conocer el estado del arte o estado actual de un objeto de estudio, con el propósito de usardicha información para tomar decisiones.La delimitacion del tema esta ubicada en la primera fase del metodo cientifico que es el proyecto de InvestigacionPara delimitar el tema hay que definir un contexto para la pregunta o una pregunta dentro del contexto en generalo particular. En el contexto debe haber :tiempo ¿cuando?, espacio¿donde? y las fuentes de informacion. Enfoque teorico , es decir, un punto de vista respecto al texto. Y a medida de eso miraa como se define el contexto*Hermeneutico:Interpretar *Positivista: Causa y Efecto *Critica:Analisis critica y estructural

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Anónimo 8 de mayo de 2013, 13:52

muchas gracias la informacion esta vien

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Anónimo 11 de junio de 2013, 15:38

esta VIEN? O esta BIEN?

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NO al Fracking 28 de mayo de 2014, 3:38

por lo menos aprendio a deliomitar el tema, espero q despues pueda aprender a escribir bien (bien bienbien)

Anónimo 22 de julio de 2013, 13:05

Estupidos todos..........!

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Anónimo 11 de septiembre de 2013, 22:42

Estupidos todos los de arriba!

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Anónimo 11 de septiembre de 2013, 22:50

Menos el autor de este blog, que al menos nos favorece con sus aportes

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Anónimo 18 de septiembre de 2013, 16:38

que flojera leer sus anotaciones que no aportan nada

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central: MediaMediana

Distribución de Poisson

Distribución binomial

La Distribución T deStudent

FUNCIONES DEDISTRIBUCIÓN DEPROBABILIDADES

METRICA EN ELESPACIOESTADISTICO

Distribución deFrecuencia Agrupadas

Distribución deFrecuencia

Estadística Descriptiva

Medidas de Distibución -Asimetría y Curtosis

Medidas de Dispersión -Varianza y Desviación

Análisis Descriptivo de laInvestigación

Análisis descriptivos conSPSS

Escalas de Medida

Excel y las FuncionesEstadísticas paramuestras y...

LA OBSERVACIÓN

El Título del Estudio conrelación al Objetivoúlt...

Pasos antes de comenzarla elaboracion deltrabajo...

ReferenciasBibliográficas

Que son los Anexos enuna Investigación

Como seleccionar LosAnexos en unaInvestigación

El Título de unaInvestigación

REGLAS PARA USO DELAS CITAS DE PIEDE PÁGINA (Par...

PORQUÉ ESIMPORTANTE LAFORMULACIÓN DELPROBLEMA D...

CIENCIA, MÉTODO EINVESTIGACIÓN

Tesis sustentadas en lamaestría en Educación(200...

La InvestigaciónCuantitativa

TESIS VARIAS

DISEÑO DECUESTIONARIO

CUESTIONARIO

TESIS YMONOGRAFÍAS.Direcciones de interés.

ENFOQUES DE LAINVESTIGACIÓN

¿QUÉ TIPOS DEINSTRUMENTOS DEMEDICIÓN ORECOLECCI...

ESCALA DE LIKERT

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annllelyna07 25 de septiembre de 2013, 13:42

Gracias:)

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Anónimo 29 de octubre de 2013, 23:06

Si lo que vas a decir no es mas hermoso que el silencio no lo digas.

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Anónimo 22 de marzo de 2014, 17:43

la información es un punto de referencia bastante valioso, es decir, la autora del blog está copiando textualmentede los libros que colocó en la referencia bibliográfica.cariño lo único que te recomiendo es que coloques entre comillas cuando estás citando directamente del libro paraque dejes claro quien es el autor...gracias por tu aporte.

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rue23ko 20 de junio de 2014, 9:24

¿La delimitación del tema se pone en la ya concretametne en la investigación escrita que hay que presentar ante unjurado o es algo que uno hace personalmente y aparte no mas para ayudarse? si es posible ponga un ejemplo

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Tesis de Investigadores 22 de junio de 2014, 7:02

La delimitación del tema te sirve para ser mas especifico en lo que buscas y en lo que investigas, así vashaciendo más concreto el tema del que tratas. No es lo mismo que hables del dengue en los prescolaresen México, que Incidencia del dengue en los preescolares del Df en México o más específico aún de laIncidencia del dengue en los preescolares del colegio.....del municipio.....en los meses.....

Anónimo 13 de julio de 2014, 16:36

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Anónimo 2 de septiembre de 2014, 7:19

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¿Qué es y para qué sirvela observacióncuantitati...

¿Qué otras manerasexisten para recolectarlos dat...

Método y Metodología

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DELIMITACIÓN DELTEMA

LAS PREGUNTAS DEINVESTIGACIÓN

EL PROBLEMA Y SUPLANTEAMIENTO...

Los objetivos de laInvestigación

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Marco Metodológico.Definición

Sistema de Variables

Bases legales de lainvestigación.

Bases Teoricas

Estructura de unProyecto deInvestigación

InvestigaciónCuantitativa

InvestigaciónCuantitativa “mide loque sea medibl...

El análisis deinformación y lasinvestigaciones c...

Diferencias entreinvestigacióncualitativa y cuan...

La Confiabilidad o laCredibilidad de laInvestiga...

REQUISITOS DEBECUBRIR UNINSTRUMENTO DEMEDICIÓN

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GUIA PARA LAPRESENTACION DELINFORME FINAL DETES...

METODO CIENTÍFICODE ROBERTOHERNANDEZSAMPIERI Y ...

COMPONENTESBÁSICOS DELPROCESO DEINVESTIGACIÓN C...

Tipos de Tesis

Recomendaciones parala presentacion de unTrabajo...

Encuesta

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PLANTEAMIENTO DEL

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PROBLEMA

Los procedimientos de lainducción

El pensamientoCartesiano en elmundoContemporáne...

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El Método Sintético

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EL METODOCIENTIFICO Y LOSMETODOSGENERALES

Características de laInvestigaciónCientífica

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planteamiento delProblema

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Marco Metodológico. DefiniciónEs el conjunto de acciones destinadas a describir y analizar el fondo del problema planteado, a través de procedimientos específicos que in...

Población y MuestraPoblación Se entiende por población el "(…) conjunto finito o infinito de elementos con características comunes, para los cuales será...

Población y Muestra. Tamayo y Tamayo.Una población está determinada por sus características definitorias. Por lo tanto, el conjunto de elementos que posea esta característi...

Justificación del Problema. Ejemplo.CAPÍTULO II Justificación del Problema Una de las necesidades más apremiantes en las instituciones debería ser la Salud Mental de sus...

Bases legales de la investigación.Se trata del conjunto de documentos de naturaleza legal que sirven de testimonio referencial y de soporte a la investigación que se reali...

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Page 6: Tesis de Investigacion: DELIMITACIÓN DEL TEMA.pdf

Proyecto FactibleSe denomina Proyecto Factible la elaboración de una propuesta viable, destinada atender necesidades específicas a partir de un diagnóst...

Tipos de Investigación. Según: Ander - Egg, Hernandez y otros.Diversos son los tipos de investigación que pueden identificarse. En este subtítulo se toman en cuenta los puntos de vista de Carlos Sabino...

DELIMITACIÓN DEL TEMASon muchas las interrogantes que el (la) investigador (a) seplantean a la hora de elegir un tema de investigación. lo primero. ¿Qué investi...

Antecedentes de la Investigación. Ejemplo “Los antecedentes reflejan los avances y el Estado actual del conocimiento en un área determinada y sirven de modelo o ejemp...

TIPOS DE INVESTIGACIÓNAunque el método científico es uno, existen diversas formas de identificar su práctica o aplicación en la investigación. De modo que la...

Asesoría en forma integral en tesis de grado y proyectos. Todas las carreras:TSU, Pre grado y Post grado. Análisis estadísticos, acompañamiento encorrecciones. Utilizamos las normas UPEL, incluyendo además reglamentos onormas de la Universidad o Instituto al cual pertenezcas. (Solo paraVenezuela)

Servicio de Asesoría Metodológica

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Este es mi blog. Parte de mi aporte a estudiantes y profesionales quetrabajamos día a día para el mejoramiento de nuestra profesión. "El artesupremo del maestro es despertar el placer de la expresión creativa y elconocimiento". Albert Einstein

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Investigación y Metodología

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