Kanban System Design (KMP I) | Kanban University

Submitted by Ivan Gonzales on Fri, 10/25/2024 - 16:02

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FLOW IE  - KANBAN SYSTEM DESIGN (KMP I)  :   La aplicación de los principios y prácticas del Método Kanban permite incorporar la mejora evolutiva en la entrega de servicios. Gracias a la identificación del flujo de trabajo, puede identificar fácilmente el estado de cada unidad de trabajo, implementar un flujo de trabajo PULL, así como identificar dificultades como cuellos de botella. Todo ello puede reducir el tiempo de entrega, mejorar la utilización de recursos, equilibrar la demanda y la capacidad del equipo, reducir los desperdicios, aumentar la calidad y fortalecer la colaboración con las partes interesadas. Los participantes podrán poner en práctica lo aprendido. INICIA ESTE 18 de NOVIEMBREObjetivo:Lograr que el participante conozca el método Kanban y pueda diseñar sistemas Kanban utilizando STATIK. 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 en el contexto particular de su organización a los servicios en lo que está participando</li><li>Conocerán la importancia de "limitar el trabajo en progreso" como habilitador de la agilidad.</li><li>Conocerán cómo la visibilidad es fundamental para la mejora de los servicios.</li><li>Conocerán cómo diseñar un sistema kanban para un servicio aplicando STATIK</li><li>Podrá definir la frecuencia de alimentación del sistema y la frecuencia de entrega de valor que mejor se ajuste a las necesidades de los clientes y la capacidad del equipo.</li><li>Podrán definir las clases de servicio y utilizarlas para atender la variedad de solicitudes de los clientes.</li><li>Comprenderán las métricas de gestión del flujo de trabajo.</li><li>Conocerán cómo comenzar la implementación del método Kanban</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:Miembros de equipos (analistas de negocios, especialistas, desarrolladores, arquitectos de tecnología, analistas funcionales, usuarios, líderes usuarios, tester, entre otros roles).<ul><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 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. Se reducen los retrabajos y los defectos.</li><li>Mejora la satisfacción del cliente interno en órdenes del 100% a más.</li><li>Mejora el clima laboral y fortalece la cultura de valores y trabajo en equipo.</li></ul> Fechas:    <ul><li style="box-sizing: border-box; list-style: none; position: relative; margin-bottom: 10px; background-size: 20px;">Lunes 18 de noviembre</li><li style="box-sizing: border-box; list-style: none; position: relative; margin-bottom: 10px; background-size: 20px;">Miércoles 20 de noviembre</li><li style="box-sizing: border-box; list-style: none; position: relative; margin-bottom: 10px; background-size: 20px;">Lunes 25 de noviembre</li><li style="box-sizing: border-box; list-style: none; position: relative; margin-bottom: 10px; background-size: 20px;">Miércoles 27 de noviembre</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;"> </li></ul>Duración de 4 horas por sesión:<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;"><div>Hora de inicio: 17:00 hora (Lunes a viernes) – Hora de México y Guatemala</div><div>Hora de inicio: 18:00 hora (Lunes a viernes) – Hora de Colombia, Ecuador y Perú</div><div>Hora de inicio: 20:00 hora (Lunes a viernes) – Hora de Chile y Argentina</div><div> </div></li></ul><ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; line-height: 24px;">*** Detalles de tarifa, promociones individuales/grupales y paquetes, contáctate aquí: <a href="https://wa.link/gkjzcq">https://wa.link/gkjzcq</a></li><li> </li></ul>Contenido:El Taller de Kanban Diseño del sistema propuesto se desarrollará en 18 horas:<img alt="" 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"> Entregables:<ul><li>e-Certificado de Kanban University: Kanban Management Professional Foundation I</li><li>Credencial KMP si ya cuenta con el certificado <a href="https://performance-dev.com/courses/kanban-systems-improvement-online/" style="color: rgb(255, 255, 255); box-sizing: border-box; margin: 0px; padding: 0px; background-color: transparent; -webkit-font-smoothing: antialiased; transition: 0.4s ease-in-out; font-weight: 400; font-size: 13px; display: inline-block;">Fundación KMPII.</a></li><li>Registro en Alumni Universidad Kanban</li><li>Los materiales del curso en formato electronico</li><li>Un webinar a la empresa donde laboras.</li><li>Acceso al aula virtual con material complementario </li><li>2 seminarios web</li></ul> <ul><li style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; -webkit-font-smoothing: antialiased; list-style: none; line-height: 24px;">*** Detalles de tarifa, promociones individuales/grupales y paquetes, contáctate aquí: https://wa.link/gkjzcq</li><li> </li></ul>Elementos diferenciadores Desempeño Desarrollo:<ul><li>Simulación End to End inspirado en “getkanban.com” y Okaloa Flowlab empleando 2 rondas a fin de que puedan experimentar la importancia de limitar el trabajo en progreso de Extremo a Extremo del Value Stream</li><li>Los participantes conocerán cómo realizan los empleados de Montecarlo<ul><li>Cuánto pueden hacer en un Sprint</li><li>Cuánto pueden demorar en entregar una Épica</li></ul></li></ul> Entrenador Acreditado por Kanban University (AKT): Iván Gonzales y Dieter Varas

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