In today's rapidly evolving global business landscape, Global Capability Centers (GCCs) play a pivotal role in driving organizational growth, innovation, and competitiveness. However, to unleash their full potential, it's imperative for GCCs to embark on a journey of continuous improvement and strategic evolution. GCC maturity assessment serves as a strategic compass, providing insights into the current capabilities, strengths, and areas for enhancement within the organization. By systematically evaluating dimensions such as cost-effectiveness, alignment with strategic objectives, digital readiness, and talent management, GCCs gain a holistic understanding of their operational maturity. This introspection not only enables GCCs to benchmark themselves against industry peers but also empowers them to identify strategic priorities and chart a roadmap for advancement."
"Assessing GCC maturity isn't just a box-ticking exercise; it's a strategic imperative for organizations seeking sustainable growth and competitive advantage in today's dynamic marketplace. A comprehensive maturity assessment equips GCCs with actionable insights to optimize processes, mitigate risks, and capitalize on emerging opportunities. Armed with a clear understanding of their current maturity level vis-à-vis industry benchmarks, GCCs can strategically allocate resources, prioritize investments, and drive targeted initiatives to elevate their performance to the next level. Furthermore, by fostering a culture of continuous improvement and innovation, GCCs can stay agile and resilient in the face of evolving market demands, positioning themselves as strategic partners driving value creation for their parent organizations.
Below is a comprehensive strategic framework to assess GCC’s maturity:
- Define Maturity Levels:
Define maturity levels for each maturity dimension, such as Novice, Beginner, Intermediate, Advanced & Expert. Assign specific characteristics and criteria to each level within every dimension.
- Weighting:
Assign weights to each dimension based on its importance to the overall goals and objectives of the GCC. The weighting reflects the relative significance of each dimension in contributing to the GCC's maturity.
- Maturity Data Gathering:
Collect relevant data for each dimension through various sources such as documentation, performance metrics, stakeholder interviews, surveys, and assessments.
- Assessment:
Evaluate the maturity level of the GCC for each dimension based on the collected data. Use the predefined criteria and characteristics to determine where the GCC falls within each dimension.(0-60% (Novice) , 60-70%(Beginner) , 70-80%(Intermediate) , 80-90%(Advanced), >90%(Expert))
- Scoring:
Assign a numerical score to each maturity level within each dimension. For example, you can use a scale of 1 to 5, with 1 representing the lowest maturity level and 5 representing the highest.
![A diagram of cost and value
Description automatically generated](data:image/png;base64,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)
- Calculate Dimension Scores:
Multiply the score of each maturity level within a dimension by its corresponding weight. Sum up these weighted scores for each dimension to calculate the dimension scores.
![A close-up of a weight chart
Description automatically generated](data:image/png;base64,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)
- Calculate Overall Maturity Score:
Sum up the dimension scores to obtain the overall maturity score for the GCC. This score represents the comprehensive assessment of the GCC's maturity across all dimensions.
![](data:image/png;base64,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)
- Interpretation and Analysis:
Analyze the overall maturity score and dimension scores to identify strengths, weaknesses, opportunities, and threats. Compare the scores with previous assessments and industry benchmarks to gain insights into the GCC's performance and progress.
- Action Planning:
Develop actionable recommendations and initiatives based on the assessment findings to address gaps, capitalize on strengths, and improve overall maturity. Prioritize actions based on their impact and feasibility of implementation.
- Continuous Improvement:
Implement the action plans and monitor progress regularly. Conduct periodic reassessments to track improvements, adjust strategies, and ensure continuous enhancement of GCC maturity.
Let's explore (through an example) the diverse range of performance metrics, KPIs, and assessments that can be collected to gauge the most crucial "maturity" dimensions within a typical GCC setup.
Key Dimension1: Cost & Value
1. Cost Efficiency: To what extent does the GCC optimize operational costs while maintaining service quality and delivery timelines?
2. Value Contribution: How well does the GCC demonstrate tangible value addition to the parent organization in terms of cost savings, innovation, or strategic impact?
3. Resource Utilization: How effectively does the GCC allocate and utilize resources to maximize output and efficiency.
4. Cost Visibility: To what extent is there clear visibility and transparency in cost structures and financial performance within the GCC?
5. Benchmarking and Optimization: How regularly does the GCC benchmark its costs against industry standards and implement optimization strategies?"
Key Dimension2: Alignment with Strategic Objectives of Parent Organization
1. Strategic Goal Alignment: To what extent are the activities and objectives of the GCC aligned with the broader strategic goals of the parent organization?
2. Strategic Input Integration: How actively does the GCC incorporate strategic inputs from the parent organization into its planning and decision-making processes?
3. Contribution to Business Strategy: How much impact does the GCC have on shaping and influencing the overall business strategy of the parent organization?
4. Communication of Alignment: How effectively does the GCC communicate its alignment with the parent organization's strategic objectives to internal and external stakeholders?
5. Adaptability to Strategic Changes: To what extent can the GCC adapt its operations and strategies to align with changes in the strategic direction of the parent organization?
Key Dimension3: Risk & Compliance
1.Risk Management Framework: How well-established and effective is the risk management framework within the GCC, considering operational, financial, and compliance risks?
2.Compliance Adherence: To what extent does the GCC adhere to regulatory compliance requirements relevant to its operations and industry?
3.Risk Mitigation Strategies: How actively does the GCC implement strategies to mitigate identified risks, ensuring business continuity and resilience?
4.Compliance Monitoring: How regularly is compliance monitored and reported within the GCC, including internal and external audits?
5.Crisis Response Preparedness: How well-prepared is the GCC to respond to unexpected crises or disruptions, and what measures are in place for quick recovery?
Key Dimension4: Governance & Empowerment
1. Governance Structure: How well-defined and effective is the governance structure within the GCC, ensuring accountability and transparency?
2. Decision-Making Empowerment: To what extent are employees empowered to make decisions aligned with their roles and responsibilities within the GCC?
3.Stakeholder Involvement: How actively are stakeholders, both internal and external, involved in the decision-making processes of the GCC?
4. Communication of Governance Practices: How effectively does the GCC communicate its governance practices and principles to internal and external stakeholders?
5.Continuous Improvement Culture: To what extent is there a culture of continuous improvement in governance practices within the GCC?
Key Dimension5: Future Ready Workforce
1. Skills Development Programs: How actively does the GCC invest in and implement programs to develop skills that align with future industry trends and requirements?
2. Talent Retention Strategies: To what extent does the GCC implement strategies to retain and attract top talent in alignment with future business needs?
3. Adoption of Emerging Technologies: How well does the GCC encourage and facilitate the adoption of emerging technologies within its workforce?"
4. Diversity and Inclusion Initiatives: To what extent does the GCC prioritize diversity and inclusion initiatives to build a workforce reflective of global perspectives?
5. Succession Planning: How actively does the GCC engage in succession planning to ensure a smooth transition of leadership and key roles in the future?
Key Dimension6: Depth of Capabilities
1.Skill Specialization: To what extent does the GCC possess specialized skills and capabilities that differentiate it within the industry?
2.Innovation in Capabilities: How innovative are the capabilities developed and maintained by the GCC, contributing to a competitive edge?
3.Cross-Functional Expertise: To what extent does the GCC foster cross-functional expertise, enabling seamless collaboration across different capabilities?
4.Continuous Capability Enhancement: How actively does the GCC invest in enhancing and expanding its capabilities to meet evolving industry demands?
5. Capability Benchmarking: How regularly does the GCC benchmark its capabilities against industry standards and adapt strategies for improvement?
Key Dimension7: Digital Maturity
1.Technology Integration: To what extent are advanced technologies such as AI, IoT, and analytics integrated into the operations and services provided by the GCC?
2.Digital Transformation Initiatives: How actively does the GCC engage in initiatives aimed at digital transformation, leveraging technology for efficiency and innovation?
3.Data-Driven Decision-Making: To what extent does the GCC base its decisions on data analytics and insights, fostering a culture of data-driven decision-making?
4.Cybersecurity Measures: How robust are the cybersecurity measures and protocols in place to protect digital assets and sensitive information? 5.Adaptability to Emerging Technologies: How well-prepared is the GCC to embrace and adapt to emerging technologies that may impact its industry in the future?
Key Dimension 8: Service Portfolio
1. Diversity of Services: How diverse and comprehensive is the range of services offered by the GCC to meet the needs of various stakeholders? 2. 2.
2. Innovation in Service Delivery: To what extent does the GCC innovate in the delivery of its services, providing unique value to clients and internal stakeholders?
3. Strategic Alignment of Services: How well-aligned are the services offered by the GCC with the strategic objectives of the parent organization?
4. Client Satisfaction and Feedback: How actively does the GCC collect and utilize client feedback to enhance and optimize its service portfolio?
5. Market Relevance of Services: To what extent are the services offered by the GCC aligned with market trends and demands, ensuring relevance and competitiveness?
Finally we have reached...
![A screenshot of a chart
Description automatically generated](data:image/png;base64,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)
it's clear that establishing a structured approach to assessing and advancing the maturity of Global Capability Centers is essential for organizations striving to remain competitive and innovative in today's dynamic business landscape. By leveraging the insights and guidance provided by the GCC maturity framework, organizations can navigate their journey towards excellence with clarity and purpose.
Thank you!