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Criterion
Paper illustration of Cost of Delay with its method-specific working model.
Delivery
Cost of Delay
Design sheets and interface cards connect to jointly written pseudocode with highlighted unresolved questions.
Architecture
ARID (Active Reviews for Intermediate Designs)
Paper illustration of ICE Scoring with its method-specific working model.
Product Strategy
ICE Scoring
Purposedifferent
Helps clarify scope, order, and delivery flow in concrete terms. It makes work, constraints, and sequence manageable. The result is captured as a Cost of Delay table and prioritization sequence.ARID examines how well developers can work with a technical design. It focuses on a part of the system that can still be revised, between the architecture overview and the detailed specification.When ideas need sorting quickly, it condenses impact, confidence, and effort into one compact score. It connects customer value, product logic, and decision priorities. The result is captured as an ICE table and top-ideas list.
Complexitydifferent
HighMediumLow
Timedifferent
90-180 min2–4 h review as a planning range; preparation and evaluation additional30-60 min
Participantsdifferent
3-8Designers, developers as users, and facilitation2-8
Formatdifferent
WorkshopWorkshop + asyncWorkshop + async
Outputdifferent
CoD Table, Prioritization SequencePrioritized development tasks, Jointly produced code or pseudocode, Observed difficulties and open design questions, Proposed design revisionsICE Table, Top Idea List
Tagsno overlap
PrioritizationDeliveryEconomicsDecision
ArchitectureEngineeringFeedbackValidationTasks
PrioritizationScoringGrowthDecision
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Often compared together

Methods with strong topical overlap with the current selection, not yet in the comparison.

Paper illustration of a decision table with criteria rows, weighted ratings, and a narrowly leading alternative.
Decision Making
Decision Matrix
Paper illustration of a four-quadrant grid with tasks sorted by importance and urgency and translated into actions.
Decision Making
Eisenhower Matrix