Team Kanban Practitioner | Kanban University

Submitted by Ivan Gonzales on Thu, 11/12/2020 - 16:56

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Team Kanban Practitioner

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Ivan Gonzales

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Spanish

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PERFORMANCEDEV - Descripción del Curso: En este es el curso introductorio de Kanban que explica la forma práctica de los principios y prácticas del método Kanban, mostrando a los asistentes cómo se necesitan para acelerar el desarrollo de software y / o la entrega de servicios, fomento de forma natural las colaboraciones entre los miembros del equipo y su entorno, mejorando la eficiencia y mejorando la calidad, así como incrementando la capacidad del equipo. Mejora la habilidad del equipo para responder con agilidad a los cambios.ObjetivoLograr que el participante conozca el método Kanban, fundamentalmente las prácticas de Visualizar y Limitar el Trabajo en progreso. Al finalizar el curso taller, los participantes conocimientos y experiencia práctica en lo siguiente:<ul><li>Los conceptos clave del método Kanban y su aplicación al equipo</li><li>Conocerán cómo mejorar la entrega de valor limitando el trabajo en progreso</li><li>Conocerán cómo la visibilidad es fundamental para la mejora de los servicios.</li><li>Conocerán los fundamentos de la agilidad</li><li>Conocerán varias alternativas de Protokanban para comenzar a utilizar el Método</li><li>Podrán definir las clases de servicio y utilizarlas para atender la variedad de solicitudes de los clientes.</li></ul> Dirigido a:A toda persona que se desempeñe en la entrega de servicios y quiera mejorar sus competencias en cómo mejorar la entrega de valor a sus clientes. En términos de roles, el curso más alto está dirigido a:<ul><li>Miembros de equipos (analistas de negocios, especialistas, desarrolladores, arquitectos de tecnología, analistas funcionales, usuarios, líderes usuarios, tester, entre otros roles).</li><li>Líderes de equipos y gerentes que brindan servicios (líderes técnicos, gerente de pruebas, jefes de desarrollo, gerente de tecnología, jefes de proyecto, jefes de servicios, gerente de servicios).</li></ul> Beneficios<ul><li>Mejora la sostenibilidad del equipo, aliviando la sobrecarga y mejorando la entrega de valor</li><li>Mejora de la capacidad de creación de valor del equipo. Aplicar el Método Kanban incrementa la capacidad entre 100% a 500%, esto se logra a través de la mejora evolutiva que habilita el Método.</li><li>Mejora de la calidad. Reducir la deuda técnica y reducir los defectos.</li><li>Mejora la satisfacción del cliente interno en órdenes del 100% más y mejora el clima laboral, fortaleciendo la cultura de valores y trabajo en equipo.</li></ul> Contenido:El Taller Team Kanban Practitioner propuesto se desarrollará en 9 horas (un día). Estas 9 horas también pueden partirse en sesiones según convenga a la organización.<img alt="" 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"> Entregables:<ul><li>e-Certificado de Kanban University: Team Kanban Practitioner</li><li>e-Credencial de Kanban University: Team Kanban Practitioner (TKP)</li><li>Registro en Alumni Universidad Kanban</li><li>Los materiales del curso en formato electrónico</li><li>Materiales complementarios en PDF</li></ul> Elementos diferenciadores:Simulación Okaloa Flowlab en línea para comprender la importancia de Limitar el Trabajo en progreso. El instructor ha llevado a cabo los talleres para facilitadores de Okaloa Flowlab en Bruselas, Amberes y México DF.Entrenador Acreditado por Kanban University (AKT): Iván Gonzales

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