llm-d 1.0 hardens open-source AI inference for day 2 production operations
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Peter Hess
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10 results for Mathematical Sciences
How IBM is searching for quantum advantage in differential equations
Q & ARobert Davis- Algorithms
- Mathematical Sciences
- Partial Differential Equations
- Quantum
The fast Fourier transform, how and why it works
ExplainerPeter Hess- Algorithms
- Mathematical Sciences
- Topic
Renowned mathematician Subhash Khot joins IBM Research
NewsMike Murphy- Algorithms
- Mathematical Sciences
- Quantum Algorithms
Can quantum computers model nature’s most turbulent systems?
ExplainerRyan Mandelbaum- Algorithms
- Mathematical Sciences
- Partial Differential Equations
- Quantum Algorithms
The quest to teach LLMs how to count
ResearchKim MartineauHow IBM Research first demonstrated the revolutionary Cooley-Tukey FFT
NewsPeter Hess- Algorithms
- Mathematical Sciences
DOFramework: A testing framework for decision optimization model learners
Technical noteOrit DavidovichNew tensor algebra changes the rules of data analysis
ResearchLior Horesh7 minute readRalph Gomory receives the Vannevar Bush Award: The pioneer of applied math
NewsKatia Moskvitch10 minute readIBM-Stanford team’s solution of a longstanding problem could greatly boost AI
ResearchMark Squillante and Soumyadip Ghosh6 minute read
