Kanban Systems Improvement (KMP II)

Submitted by Ivan Gonzales on Mon, 08/23/2021 - 20:08

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Kanban Systems Improvement

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Ivan Gonzales

Language

Spanish

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DESARROLLO DEL RENDIMIENTO   -   Mejora de sistemas Kanban (KMP II): Este curso se centra en los ciclos de retroalimentación que sugiere el Método Kanban para una gestión adecuada de servicios, profundiza sobre las variantes de las implementaciones de Kanban, los roles emergentes, la escalabilidad de Kanban (horizontal y vertical), Upstream-Downstream y el establecimiento de políticas. Explora la psicología del cambio y cómo introducir Kanban de una forma más efectiva. Objetivo:Este segundo Curso Taller se pone énfasis en la implementación de los Ciclos de Retroalimentación necesarios para reducir los riesgos, mejorar el acoplamiento con las necesidades del cliente y fortalecer la orientación al servicio. Entre los puntos clave que busca el Curso Taller, los participantes:<ul><li>Aprenderán a gestionar el trabajo en todos los niveles con Kanban</li><li>Aprenderán a dirigir la mejora organizacional a través de Kanban</li><li>Mejorarán su entendimiento de cómo desarrollar la orientación a servicio en una organización</li><li>Aprenderán a gestionar la resistencia al límite de trabajo en progreso</li><li> </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 taller está dirigido a:<ul><li>Miembros de equipos de desarrollo de software (analistas, desarrolladores, jefes de proyecto, arquitectos, funcionales, usuarios, líderes usuarios, tester, entre otros roles).</li><li>Líderes de equipos y gerentes que brindan servicios de TI (líderes técnicos, gerente de pruebas, jefes de desarrollo, gerente de tecnología, gerente de servicios).</li></ul> Beneficios:Este curso avanzado permitirá profundizar el conocimiento del método Kanban, mejorando la eficacia de los equipos a través de la mejora evolutiva. Podrá establecer una interrelación con los interesados del proceso / proyecto / producto / segmento con mayor eficacia, eficiencia y efectividad. La mejora en la entrega de valor va desde el 100% al 500% y seguirá incrementándose en la medida que establezca su escalabilidad.Contenido:El Curso-Taller de Kanban Management Professional propuesto se desarrollará en 15 horas, separado en sesiones de acuerdo común.<img alt="" 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"> Fechas de grupo 1:  <ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Lunes 11 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Miércoles 13 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Viernes 15 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Lunes 18 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Miércoles 20 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Viernes 22 de octubre</li></ul>     Horarios:<ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">De 18:20 a 21:30 Hora de Colombia, México y Perú</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">De 20:20 a 23:30 Hora de Chile y Argentina </li></ul><p style="margin-bottom: 15px; box-sizing: border-box; padding: 0px; -webkit-font-smoothing: antialiased; color: rgb(106, 116, 131); line-height: 24px; font-family: "Open Sans", sans-serif; text-align: justify;"> <p style="margin-bottom: 15px; box-sizing: border-box; padding: 0px; -webkit-font-smoothing: antialiased; color: rgb(106, 116, 131); line-height: 24px; font-family: "Open Sans", sans-serif; text-align: justify;">Fechas de grupo 2:  <div style="box-sizing: border-box; margin: 0px; padding: 0px; -webkit-font-smoothing: antialiased; font-family: "Open Sans", sans-serif; text-align: justify;"><ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Martes 12 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Jueves 14 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Martes 19 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Jueves 21 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Martes 26 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">Jueves 28 de octubre</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">     Horarios:</li></ul><ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">De 16:20 a 19:30  -  Hora de Colombia, México y Perú</li><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; color: rgb(106, 116, 131); line-height: 24px;">De 18:20 a 21:30  -  Hora de Chile y Argentina</li></ul></div> Entregables:<ul><li>e-Certificado de Kanban University: Kanban Management Professional Foundation II</li><li>Credencial KMP (Kanban Management Professional) si ya cuenta con el certificado Kanban Management Professional Foundation I. Serán registrados como tal en la web de Kanban University.</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 Performance Development:<ul><li>Se realizan simulaciones de escalamiento a fin de lograr una comprensión de la Agilidad a Escala en una sesión adicional al programado:<ul><li>Simulación de Portafolio Downstream</li><li>Simulación de ejecución de la planificación trimestral</li></ul></li><li>Se ha incorporado la estimación Montecarlo para escalamiento, la cual se realiza de manera simultanea a la Simulación de la ejecución de la planificación trimestral</li></ul> Entrenador Acreditado por Kanban University (AKT): Iván Gonzales

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