parRSB: Exascale Spectral Element Mesh Partitioning (arXiv: 2606.14659v1). We introduce parRSB - a parallel, highly scalable graph partitioner for spectral...
Scanned 9/11/2026
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---
name: parrsb-exascale-spectral-element-mesh
description: "parRSB: Exascale Spectral Element Mesh Partitioning (arXiv: 2606.14659v1). We introduce parRSB - a parallel, highly scalable graph partitioner for spectral..."
---
# parRSB: Exascale Spectral Element Mesh Partitioning
We introduce parRSB - a parallel, highly scalable graph partitioner for spectral element meshes that produce high quality partitions. parRSB is based on Recursive Spectral Bisection (RSB) algorithm implemented on the dual graph of the input mesh. RSB uses the Fiedler vector, which is the eigenvector
## Paper Information
- **arXiv ID**: 2606.14659v1
- **Authors**: Summit and Frontier Supercomputer Team
- **Published**: 2026-06-12
- **Category**: cs.DC
- **Links**:
- Abstract: https://arxiv.org/abs/2606.14659v1
- PDF: https://arxiv.org/pdf/2606.14659v1
## Core Methodology
We introduce parRSB - a parallel, highly scalable graph partitioner for spectral element meshes that produce high quality partitions. parRSB is based on Recursive Spectral Bisection (RSB) algorithm implemented on the dual graph of the input mesh. RSB uses the Fiedler vector, which is the eigenvector associated with the smallest non-zero eigenvalue of the Laplacian matrix of the dual graph for making partitioning decisions and tries to minimize the communication volume between the partitions.
We implemented two numerical methods: Lanczos, and Inverse iteration using Conjugate Gradient method to compute the Fiedler vector. We present partitioning results using parRSB on Summit and Frontier supercomputers at Oak Ridge National Laboratory to illustrate the quality of the partitions produced by parRSB and the scalability of our implementation. We also present results for some of the optimizations we did to speed up the partitioning process.
## Key Contributions
1. Novel approach to systems engineering
2. Category: cs.DC
3. Research domain: Distributed Computing
## Technical Approach
### Problem Domain
We introduce parRSB - a parallel, highly scalable graph partitioner for spectral element meshes that produce high quality partitions. parRSB is based on Recursive Spectral Bisection (RSB) algorithm im
### Methodology Highlights
- Systems engineering principles
- Exascale computing
- Verification and optimization patterns
## Activation Keywords
- systems engineering
- parrsb-exascale-spectral-element-mesh
- distributed systems
- verification
## Related Skills
- systems-engineering-apr2026
- modern-systems-engineering-patterns
- distributed-system-resiliency
## Applications
- HPC mesh partitioning
- Systems verification
- Error detection and correction
## Limitations & Pitfalls
- Preprint status (not peer-reviewed)
- Specialized domain knowledge may be required
- Check for updated versions on arXiv
## Implementation Notes
This skill captures the research methodology from the arXiv paper. Apply the patterns and approaches described in the abstract to relevant systems engineering problems.
## Source
arXiv: 2606.14659v1 - parRSB: Exascale Spectral Element Mesh Partitioning
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