wAJ5VFFQAxuN+I2Wmk9WIQ==;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
- Data Engineering Tech Lead Track - Month 1
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: The Data Engineering Tech Lead Role
- Slide 4: Why Data Platform Strategy Matters
- Slide 5: Modern Data Platform Architectures
- Slide 6: Platform Vision Development
- Slide 7: Current State Assessment
- Slide 8: Data Platform Maturity Model
- Slide 9: Business Alignment
- Slide 10: Architecture Principles
- Slide 11: Target Architecture Design
- Slide 12: Technology Assessment Framework
- Slide 13: Technology Assessment in Practice
- Slide 14: Build vs Buy for Data Platforms
- Slide 15: Data Platform Roadmap Design
- Slide 16: Phasing Your Platform Journey
- Slide 17: Vendor Evaluation and Selection
- Slide 18: Vendor Lock-In Management
- Slide 19: Cost Modeling for Data Platforms
- Slide 20: Presenting to Executives
- Slide 21: Common Platform Strategy Mistakes
- Slide 22: Data Gravity
- Slide 23: Platform Strategy Case Study
- Slide 24: The Platform Mindset
- Slide 25: Stakeholder Management for Platform Strategy
- Slide 26: Workshop: Building Your Platform Vision
- Slide 27: Workshop: Technology Assessment
- Slide 28: Workshop: Roadmap Development
- Slide 29: The Role of Data Contracts
- Slide 30: Open Source vs Managed Services
- Slide 31: Multi-Cloud Strategy for Data
- Slide 32: Data Platform Security
- Slide 33: Innovation in Data Platform Technology
- Slide 34: Cost Optimization Strategies
- Slide 35: Platform Governance
- Slide 36: Measuring Platform Success
- Slide 37: Building Executive Confidence
- Slide 38: Key Takeaways
- Slide 39: Your Deliverables
- Slide 40: Resources for Further Learning
- Slide 41: Discussion Questions
- Slide 42: Next Month Preview