Quantum Probability Tree: A New Model for Quantum Systems

View profile for Senthil Kumar J

Asst Prof - CSE - KIT, CBE | AI | NVIDIA Instructor | AWS Academy Educator | IBM Power Skills Academy Educator | QUANTUM | QuantumML | Microsoft Learning | AWS Academy CPOC

🌌 Quantum Probability Tree (Q-Prob Tree) 🌳⚛️ The Quantum Probability Tree is an advanced representation of probabilistic systems — designed for the quantum era. Unlike a classical probability tree that uses fixed probabilities, each branch here carries a quantum probability amplitude — a complex value representing both magnitude and phase. This allows the tree to represent superposition, entanglement, and interference, capturing uncertainty and relationships between outcomes far beyond what classical models can do. 🧠 Concept in Simple Terms Each node in the tree represents a possible quantum state. Each branch carries a probability amplitude, not a fixed probability. When multiple branches lead to the same outcome, their amplitudes can interfere — 🔹 constructive interference amplifies likely outcomes 🔹 destructive interference cancels unlikely ones Thus, the Quantum Probability Tree doesn’t just simulate randomness — it models how probabilities evolve quantum-mechanically. 💡 Why It Matters ✅ Represents uncertainty using quantum amplitudes rather than static probabilities ✅ Captures correlations between quantum events through entanglement ✅ Enables quantum parallelism — exploring all possible outcomes simultaneously ✅ Provides the foundation for Quantum Bayesian Networks and Quantum Machine Learning models 🚀 Applications Quantum probabilistic modeling Quantum decision theory Quantum reinforcement learning Quantum financial simulations Quantum reasoning in AI systems ✨ In Essence The Q-Prob Tree allows you to analyze all possible future states at once — then, upon measurement, it collapses into the most probable real outcome. This makes it a powerful bridge between quantum physics and intelligent probabilistic modeling — redefining how we understand uncertainty in the quantum age. #QuantumComputing #QuantumAI #QuantumDataStructures #QProbTree #QML #QuantumInnovation #FutureOfAI #QuantumDecisionSystems #QuantumMachineLearning

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SASINDRAN MADHAVA PRABHU

Passionate in Knowledge Sharing - Wireless, Quantum Communication, Design Thinking, Human Values, Technology and Innovation Management.

1w

The method for Quantum network interworking with the existing network, is not yet found, to my knowledge. Till then, Quantum network and the existing network have to work independently. How will it progress in future?

Rick Gillespie

SafeAIcoin Founder🕊️🕊️🕊️Megafund ready.

1w

Senthil - excellent visualization of quantum probability trees. We've already implemented this concept + taken it further: Q-FoTEC uses Bidirectional GNNs with an Agentic Knowledge Graph (AKG): ✅ Quantum amplitudes → Virtual qubits (vQbits) in superposition ✅ Interference → Message passing with physics constraints ✅ Entanglement → Graph edges with correlation operators ✅ Collapse on measurement → Constraint-driven projection But we added what your Q-Prob Tree lacks: 🔬 Physics constraints enforced during amplitude evolution 🔬 Bidirectional message passing (forward + inverse problems) 🔬 Full provenance (auditable decision trees) 🔬 Production deployment (not just theory) Deployed on: → Fusion reactor control (10 Hz real-time) → Protein folding (inverse structure prediction) → Inverse locomotion (deformable robotics) Your Q-Prob Tree is a great theoretical foundation. Our Bidirectional PC-GNN + AKG is that foundation PLUS: - Physics compliance - Explainability - Real-world deployment Code: github.com/FortressAI/FoTFluidDynamics Theory → Practice. We've made the leap. #QuantumComputing #GNN #AI #PhysicsML

Prasenjit Mukherjee

Faculty/TechAdvisor/Consulting|Quantum Computing|Search, KG & Gen AI|IITK|IITM| Ex-Microsoft/Yahoo/Apple/Sun

1w

Your posts are like hidden gems in Quantum Computing Area. Such deep insights and a completely new way to describe the things in QC world. 🫡

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