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
Kaino
Jun 4Jun 4, 2026, 12:00 AM2 views

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

CIQ says its Fuzzball platform can now run AI, inference, and high-performance computing workflows across CoreWeave, AWS, Google Cloud, Oracle Cloud Infrastructure, Microsoft Azure, and on-premises systems from a single control plane.

infrastructureexpandsfuzzballfullmultiAI infrastructureHPCmulti-cloudorchestrationCIQFuzzball

CIQ broadens Fuzzball for multi-cloud AI and HPC workloads

CIQ says it has expanded Fuzzball so AI and high-performance computing teams can define a workflow once and run it across CoreWeave, Amazon Web Services, Google Cloud, Oracle Cloud Infrastructure, Microsoft Azure, and on-premises infrastructure.

According to CIQ’s press release and a PR Newswire version of the announcement, the update positions Fuzzball as a “meta-orchestrator” for AI training, inference, and HPC workloads. CIQ says the platform is designed to let teams choose where to execute jobs based on factors such as cost, performance, and data locality rather than rewriting workflows for each environment.

CIQ’s Fuzzball product page describes the platform as a control plane for performance-intensive computing across on-premises and multi-cloud infrastructure. The company says Fuzzball is intended for teams running computationally demanding workloads, including AI model training and inference as well as scientific and engineering computing.

One workflow across different infrastructure choices

The central claim in CIQ’s announcement is portability. CIQ says users can define an AI or HPC workflow once and then execute it across supported cloud providers or local infrastructure. The company also says this approach is meant to support reproducibility, a recurring requirement in both scientific computing and model development.

For AI teams, the practical issue is that compute availability and pricing can vary widely across providers and over time. CIQ says Fuzzball is meant to help teams route workloads according to resource availability, economics, and where data already resides. The company’s materials describe this as a way to reduce the operational friction of moving work between cloud and on-premises environments.

The announcement names CoreWeave, AWS, Google Cloud, Oracle Cloud Infrastructure, Azure, and on-premises systems as supported execution targets. CIQ’s statement does not provide benchmark results, customer deployment numbers, or pricing details in the supplied materials, so the impact on cost or performance will depend on individual workload requirements and implementation.

Reproducibility remains a key selling point

CIQ also emphasizes “workflow reproducibility and portability” in its release. In AI and HPC settings, reproducibility can matter for debugging, compliance, research validation, and production handoff. CIQ says Fuzzball is designed so teams can preserve workflow definitions while changing the infrastructure used to run them.

That is a notable positioning because many organizations are trying to avoid binding AI and HPC workflows too tightly to a single cloud environment. At the same time, multi-cloud orchestration can introduce complexity around identity, networking, data movement, storage costs, and hardware differences. The sources provided by CIQ describe the intended capabilities of Fuzzball, but they do not include independent evaluations of how the platform handles those operational challenges in production.

Context for infrastructure teams

The Fuzzball expansion reflects a broader demand for tools that can coordinate specialized compute across multiple providers. AI training and inference workloads often require scarce accelerator capacity, while HPC workloads may rely on predictable performance and careful data placement. CIQ’s announcement presents Fuzzball as a way to manage these choices through one control plane rather than separate provider-specific workflows.

For infrastructure leaders, the announcement is best read as a product expansion rather than proof of universal cost savings. CIQ says Fuzzball can help teams ship faster and spend less, but the supplied sources do not provide audited cost comparisons or third-party performance data. The most concrete change is the company’s stated support for running defined AI, inference, and HPC workflows across several major clouds and on-premises infrastructure from the same platform.

Key takeaways
  • 1

    According to CIQ’s press release and a PR Newswire version of the announcement, the update positions Fuzzball as a “meta orchestrator” for AI training, inference, and HPC workloads.

  • 2

    CIQ says the platform is designed to let teams choose where to execute jobs based on factors such as cost, performance, and data locality rather than rewriting workflows for each environment.

  • 3

    CIQ’s Fuzzball product page describes the platform as a control plane for performance intensive computing across on premises and multi cloud infrastructure.

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Sources

Reference material and original reporting used in this story.

CIQ

Published Jun 4, 2026, 12:00 AM

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