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DTSTAMP:20230124T170828Z
LOCATION:C141-143-149
DTSTART;TZID=America/Chicago:20221115T133000
DTEND;TZID=America/Chicago:20221115T150000
UID:submissions.supercomputing.org_SC22_sess155@linklings.com
SUMMARY:Algebraic Applications
DESCRIPTION:Paper\n\nDeinsum: Practically I/O Optimal Multi-Linear Algebra
\n\nZiogas, Kwasniewski, Ben-Nun, Schneider, Hoefler\n\nMultilinear algebr
a kernel performance on modern massively-parallel systems is determined ma
inly by data movement. However, deriving data movement-optimal distribute
d schedules for programs with many high-dimensional inputs is a notoriousl
y hard problem.\n\nState-of-the-art libraries rely on heuristi...\n\n-----
----------------\nAccelerating Elliptic Curve Digital Signature Algorithms
on GPUs\n\nFeng, Xie, Luo, Chen, Li...\n\nThe Elliptic Curve Digital Sign
ature Algorithm (ECDSA) is an essential building block of various cryptogr
aphic protocols. In particular, most blockchain systems adopt it to ensure
transaction integrity. However, due to its high computational intensity,
ECDSA is often the performance bottleneck in bl...\n\n--------------------
-\nAddressing Irregular Patterns of Matrix Computations on GPUs and Their
Impact on Applications Powered by Sparse Direct Solvers\n\nAbdelfattah, Gh
ysels, Boukaram, Tomov, Li...\n\nSeveral scientific applications rely on s
parse direct solvers for their numerical robustness. However, performance
optimization for these solvers remains a challenging task, especially on G
PUs. This is due to workloads of small dense matrices that are different i
n size. Matrix decompositions on such...\n\n\nSession Format: Recorded\n\n
Tag: Applications, Numerical Algorithms, Security\n\nRegistration Category
: Tech Program Reg Pass
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