Production Planning
Scientifically Applied
Advanced scheduling that harmonizes Heuristics / Genetic Algorithm derived optimality with the tacit knowledge of your seasoned planners.
Core Capabilities
Precision Production Orchestration
Advanced optimization that balances industrial challenges with practical realities on the ground.
01
Constraint-Aware Sequencing
Mathematically accurate scheduling that integrates sequence dependencies, equipment constraints and human expertise.
02
Multi-Objective Synchronization
A unified solution that balances throughput, cost efficiency, and flexibility.
03
Closed-Loop Adaptation
Adaptive models that continuously improve by learning from real-world results and variances.
Why It Works
Detailed Production
Mathematically precise scheduling that adapts in real time to your operations.
Constraint-Optimal Scheduling
MILP-driven planning that optimizes between competing objectives of capacity utilization, on-time delivery, serviceability resulting in about 15% improvement in production and 10% improvement in lost sales.
Human-Algorithm Collaboration
Planners can adjust algorithmic recommendations with recorded reasoning, ensuring transparency while applying their expertise.
Live Performance Adaptation
Reinforcement learning adjusts for changes in demand and supply in weekly time buckets.
Multi-Plant Synchronization
Efficiently manage critical resources across facilities using decentralized optimization techniques.

How Production Scheduling
Embeds in Your Operations
Seamlessly links strategic production targets with real-time shop floor execution.
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Manufacturing Data
Connect Live -
Optimization Rules
Customize -
Scenario Analysis
Automate -
Bottleneck Forecasts
AI-Driven
Your Shop Floor, Digitally Mirrored
Real-time ingestion of MES/SCADA data (OEE, tool wear rates, energy consumption) through Apache Kafka pipelines with event-time processing.
Automatic mapping of your unique constraints – from chemical batch dependencies to union break schedules – into optimization parameters.
- Works with SAP PP-PI
Your Physics, Encoded
Define sequence-dependent changeover matrices (e.g. 4hr cooling period between alloy grades) as hard constraints.
Dynamic priorities that shift in real-time during high demand or limited supply.
- Drag-and-drop constraint builder
- Version-controlled rule sets
Stress Test Before Committing
Run Monte Carlo simulations on your digital twin to evaluate schedule robustness against:
- Machine breakdowns (MTTR/MTBF - based)
- Rush order insertion
- Absenteeism patterns
Visualize Pareto frontiers showing trade-offs between makespan, energy cost and labor utilization.
- Compare top 3 schedule options
- Export risk reports to PowerPoint
See Next Week's Fire Drill Today
Topological analysis of your production network identifies emerging constraints using:
- Centrality metrics for resource criticality
- Petri net simulation for cascade effects
Recommends buffer stock positions or preventive maintenance to avoid disruptions.
- Alerts for >80% resource utilization
- Integrates with CMMS systems
Built for Supply Chain Realities
Algorithms that decompose large-scale problems into tractable subproblems, ensuring global optimality with warm-starts derived from historical patterns.
GPU-accelerated chance-constrained programming evaluates 10,000+ schedule permutations per second, quantifying risk exposure for volatile demand scenarios.
2000+ Optimized Supply Chains
Why Clients Trust Us
- 120% Higher AI Adoption
- 92% Planner Satisfaction
Inquizity’s constraint-aware planning slashed our production downtime by 40% while boosting throughput.

Rahul Mehta
Plant Head, Automotive Component
Capacity utilization in 3 months
Their hybrid algorithms reduced our safety stock by 28% without compromising service levels.

Priya Kulkarni
Supply Chain VP, FMCG
Order fulfillment rate
Dynamic route optimization cut our last-mile costs by 22% while improving delivery ETAs.

Arjun Reddy
Logistics Director, 3PL
Fuel efficiency gains
Benchmark Your Scheduling Intelligence Quotient
Discover how your planning measures up against MILP-optimized benchmarks and the potential for tighter utilization.
