Kanban Maturity Model (KMM ®)

Submitted by Hugo Lourenco on Wed, 04/09/2025 - 08:53

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Training Type

Kanban Maturity Model

Trainer

Joey Spooner

Hugo Lourenco

Language

English

isPublic

Public Content

<h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">Description</h4>Learn how the Kanban Maturity Model can help you to determine and understand the maturity level of your organization so that you can take actionable steps to appropriately implement the Kanban practices that will help take the organization to higher maturity.  <img class="img-fluid" loading="lazy" 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" style="box-sizing: border-box; vertical-align: middle;"> <h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">Objectives</h4>At the end of this course, you will:<ul style="margin-bottom: 1rem; padding-left: 2rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, "Odoo Unicode Support Noto", sans-serif;"><li style="box-sizing: border-box;">Be able to determine the maturity level of an organization in terms of observable behaviors, management practices and business outcomes</li><li style="box-sizing: border-box;">Define the right approach to lead the organization to the next level</li><li style="box-sizing: border-box;">Determine and appropriately implement the Kanban practices that will help the organization deliver better on customer expectations and internal objectives</li></ul> <h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">Course Audience</h4>Kanban coaches, Agile practitioners, transformation initiative leaders, business managers, project and service managers and team leaders who wish to obtain deeper knowledge on how to develop further their organizational agility. <h3 style="font-size: 1.75rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">Prerequisites</h3> All experience levels are welcome. Previous Kanban training or experience (KMP) is highly beneficial. <h3 style="font-size: 1.75rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">Certification Credential:</h3>Participants will receive a certificate of completion for the Kanban Maturity Model course. Students completing this and the Kanban Coaching course, who are also Kanban Management Professionals (KMP) are eligible to take the Kanban Coaching Professional (KCP) credential exam. The KCP is an advanced-level credential. Effective June 1, 2023, credential candidates must successfully pass the Kanban Coaching Professional exam with a 75% passing score. <h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, "Odoo Unicode Support Noto", sans-serif; line-height: 1.2; color: rgb(33, 37, 41);">What will you receive:</h4><ul style="margin-bottom: 1rem; padding-left: 2rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, "Odoo Unicode Support Noto", sans-serif;"><li style="box-sizing: border-box;">High-quality training with Accredited Kanban Trainer (AKT)</li><li style="box-sizing: border-box;">Oficial online training materials (PDF)</li><li style="box-sizing: border-box;">Training certificate by Kanban University recognizing participation in the class</li><li style="box-sizing: border-box;">Full kit KMM posters</li><li style="box-sizing: border-box;">Access to exclusive Agile Thinkers Academy Digital library</li><li style="box-sizing: border-box;">Agile Thinkers Academy Slack community</li><li style="box-sizing: border-box;">Agile Thinkers Academy Certificate of Attendance</li></ul>

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https://www.theagilethinkers.com/r/0gW

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38.7222524, -9.1393366

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Lisboa

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Lisbon

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