Services that grow with your business

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Services

Portfolio & Capacity Optimisation

Portfolio & Capacity Optimisation For directors of research, operations, and labs who need a realistic plan that matches commitments to resources. What we do We use advanced operations research techniques to: Build an integrated model of your current and planned projects, staff, and lab capacity. Encode headcount, skills, lab availability, budgets, and deadlines as formal constraints. Optimise staff and lab allocations across your project portfolio. Simulate different allocation and prioritisation scenarios under changing assumptions. This includes:

Adaptive Graph Intelligence Layer

Adaptive Graph Intelligence Layer For institutions that want structural coherence to keep up with real-world change. What we do We represent your organisation as a dynamic graph: Nodes: people, teams, labs, projects, decision bodies, resources. Edges: dependencies, flows, approvals, shared responsibilities, constraints. On top of this graph, we: Ingest historical and live data on workloads, delays, approvals, and interactions. Train graph-based models (GNN/GCN-style) to: learn how stress and risk propagate through your structure, rank nodes and edges by criticality and vulnerability, detect early signatures of overload, conflict, and structural strain. How it connects to optimisation The Adaptive Graph Intelligence Layer:

Global Coherence & Structural Impossibility Audit

Global Coherence & Structural Impossibility Audit For boards, directors, and deans who suspect their operating model is self-contradictory but cannot prove where or how. What we do Over 8–12 weeks, we: Map your structure Identify key units, mandates, KPIs, and shared constraints. Represent them as a graph of units and interfaces. Encode responsibilities, targets, and rules at each point in that graph. Build a formal coherence model Attach structured state spaces to each unit (local objectives, commitments, capacities). Attach boundary state spaces to each interface (what connected units must agree on). Define precise “restriction maps” that express how local states appear at shared interfaces. Analyse global coherence