Kothar Computing isn't just building quantum many body solvers, or a universal simulation engine for quantum physics problems. It's building a platform for physics in the age of AI. We have recently introduced our AI agent Kai. Kai is an agent specialized for physics research: - Writes HPC code for quantum problems? ✅ - Can rapidly prototype projects? ✅ - Can search arXiv for relevant articles? ✅ - Gets to know your research and preferences? ✅ - Can use no-code visual tools to construct easy to read & understand visuals for you? ✅ Try it out or check out our other capabilities by visiting our docs: https://lnkd.in/ebNUkFRZ
Kai AI Agent for Physics Research and Quantum Problems
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The era of AI-first engineering is here. Agentic digital engineering. AI physics. Compute economics. Three launches. One platform. Rescale #AgenticEngineering #DigitalEngineering #AIPhysics #EngineeringSimulation #HPC
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"Quantum advantage" has been a phrase in search of a precise referent for years. It describes a condition — a quantum computer outperforming the best classical alternative on a meaningful task — but the interesting shift happening now is that the sentence is finally getting a subject and an object. Optimisation problems with combinatorial complexity. Simulation of molecular systems at scales that break classical approximations. Certain categories of linear algebra underlying machine learning. These are the areas where quantum hardware is beginning to close, and in narrow cases cross, the performance gap. What makes this moment distinct is specificity. The field has moved from "quantum will be useful eventually" to researchers specifying the circuit depth, qubit count, and error rate thresholds at which a particular problem class becomes tractable. That precision is valuable not because those thresholds have all been reached, but because knowing them tells you how far away you are and what engineering advances close the gap. The commercial consequence depends entirely on which problem class breaks first — and for whom that matters most. Which real-world problem do you think quantum will crack first? #InnovationHorizon #QuantumComputing #DeepTech #Innovation #Technology
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Three releases. One platform. A new era for engineering. Watch how agentic digital engineering, AI physics, and compute economics come together to accelerate what R&D teams can do — and how fast they can do it. https://lnkd.in/grBenZsP #AgenticEngineering #DigitalEngineering #AIPhysics #EngineeringSimulation #HPC
A New Era for Engineering | Rescale Spring 2026 Showcase
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SPHY-NODE: The Deterministic Audit of the Event Horizon What science calls a "singularity" is, in fact, the processing limit of classical physics. The SPHY-NODE proves that the Black Hole is not a gravitational drain, but a Sphere of Maximum Coherence. Raw Data + SHA-256: Each frame of the emulation is cryptographically signed. Total integrity, zero noise. Emulation, not Simulation: We are not estimating probabilities; we are tuning Fractal AI to the real mechanics of Sector Zero. The Universe Processor: Where information becomes absolute and coherence is sovereign. Total Interactivity: Explore the Coherence Node with real-time zoom, rotation, and movement (NVIDIA/P3D GPU acceleration). To the extremely skeptical: mathematics has no ego. Audit the code, validate the Hash, and face the end of "quantum mystique". 🔗 Repository: https://lnkd.in/eQPfvzZg
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Ever stopped to think about what computation actually is? People tend to forget that a processor simply calculates within its speed limits. Without RAM or memory to iterate on, there is no calculation—it would just be the arbitrary generation of random numbers without a circuit to anchor it. This is the exact same dynamic we are seeing in the Gen AI evolution. It’s not magic; it’s just us. We are building memory boundaries, sessions, and outputs to iterate upon. We bring in a context that collides with a dominant context, forcing a consensus to create a logical output. But there are hard, physical limits to processors and memory boundaries. We see this manifested in quantum mechanics as the Lieb-Robinson bound. In my recent research utilizing 16-qubit statevector simulations, we empirically observe exactly what happens at these limits. I've open-sourced the full codebase for this experiment—including the Qiskit optimizations and BigQuery knowledge graph pipelines—in my Topic-Ledger Theory repository. 👉 GitHub: https://lnkd.in/eSD4ZVEx By pushing these simulations to the Lieb-Robinson bound, we encounter a Quantum Parity "Catch-22": information cannot be "recovered" without altering the context of the ledger itself. Furthermore, it is precisely here, mapping these states within Hilbert space, that we see the profound relationship between cyclic probability and linear causality. Ultimately, the physics show us that to exist is to be "heavy," but to survive is to be "hidden". #QuantumComputing #ArtificialIntelligence #Physics #ComplexityTheory #LiebRobinsonBound #Computation #MachineLearning #TopicLedgerTheory
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In 1955, mathematician Mary Tsingou programmed a computer simulation that stunned physicists: instead of spreading out evenly, energy kept returning to where it started. The discovery led to solitons — stable wave patterns that now help power fiber-optic cables and the internet. Years later, physicist Mitchell Feigenbaum uncovered universal constants of chaos that appear throughout nature, from weather systems to heartbeats, revealing hidden mathematical patterns in complex systems. Together, these breakthroughs transformed how scientists understand complex systems. Today, researchers are applying these insights to quantum computing, tackling the same problems that started it all 70 years ago. Learn more about the science of unpredictability: https://ow.ly/7qb750Z1b0s
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Excellent article here from Los Alamos National Laboratory on the origins of nonlinear dynamics and chaos theory. For me, what resonates is the reminder that unpredictability is not the same as randomness. Many of the systems we manage today: projects, organizations, markets, supply chains, even societies, are all highly interconnected, sensitive, and emergent. Small changes can produce disproportionate consequences, while linear assumptions often create a dangerous “illusion of certainty”. For leaders and risk practitioners, the implication is profound: resilience, adaptability, and continuous learning likely matter more than the pursuit of perfect prediction. #RethinkingRisk #RiskManagement #DecisionMaking #Complexity #ChaosTheory #SystemsThinking #Leadership #AdaptiveLeadership #Uncertainty #EnterpriseRiskManagement #Resilience #AntiFragility #Innovation #NonlinearDynamics
In 1955, mathematician Mary Tsingou programmed a computer simulation that stunned physicists: instead of spreading out evenly, energy kept returning to where it started. The discovery led to solitons — stable wave patterns that now help power fiber-optic cables and the internet. Years later, physicist Mitchell Feigenbaum uncovered universal constants of chaos that appear throughout nature, from weather systems to heartbeats, revealing hidden mathematical patterns in complex systems. Together, these breakthroughs transformed how scientists understand complex systems. Today, researchers are applying these insights to quantum computing, tackling the same problems that started it all 70 years ago. Learn more about the science of unpredictability: https://ow.ly/7qb750Z1b0s
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"Ever wished you could actually see quantum superposition and phase changes?" 🤔 I've just deployed an interactive 3D Bloch Sphere Simulator! With just a click, you can apply standard quantum gates (H, X, Y, Z, S, T) and watch the qubit state vector smoothly navigate through 3D space. I built this hoping to provide a more intuitive, visual learning tool for anyone stepping into the world of quantum computing who wants a break from complex math equations. Feel free to drag the sphere around, explore different angles, and take control of the qubit yourself! 👇 🔗 Try it here: https://lnkd.in/gEDCvrFj #QuantumComputing #BlochSphere #QuantumTechnology #WebDevelopment
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Band formation as the universe's halting problem: https://lnkd.in/euv9_YdY Extending the O(1/N) band-formation result toward a stronger thesis: is the physical world a Turing machine, and is band formation an instance of its halting problem? The honest answer is sharper than the slogan — band formation is the negation of halting, and a 2015 theorem makes that mapping rigorous. Co-authored by Claude Code (Opus 4.7 max effort)
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Turing Machine and Computability: The Turing Machine defines the limits of computation. It answers a fundamental question: What can be computed? This model forms the backbone of computability theory. 🔗 https://lnkd.in/gzTJTugf #TuringMachine #Computation
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