Samuel Hedemann

Samuel Hedemann

Title: Visiting Assistant Professor

Department: Physics

Campus: Long Island

Areas of Expertise: Quantum Information, Entanglement, Quantum Computation

Education Credentials: Ph.D.

Joined New York Tech: 2019


Prior to joining New York Institute of Technology, Samuel R. Hedemann completed the Postdoctoral Fellowship in Quantum Information Science at The Johns Hopkins University Applied Physics Laboratory (JHUAPL), and taught as an adjunct professor of physics at Hunter College (CUNY) before that. He received his Ph.D. in Physics from Stevens Institute of Technology in 2014 as an Innovation and Entrepreneurship Doctoral Fellow, where he worked as part of the Quantum Information and Quantum Optics group headed by Ting Yu. Before that, he earned his Bachelor of Science in Physics from University of Maryland Baltimore County (UMBC) in 2008.

Hedemann's research focuses on three main areas: quantum entanglement, quantum computation, and selected topics in theoretical physics and mathematics. One area of his research that has shown particular success started with a paper he wrote as a grad student in 2013 implementing a numerical investigation of a new class of states he proposed called true-generalized X (TGX) states, which he hypothesized to have the special property of being related to the set of all quantum states by an entanglement-preserving unitary (EPU) transformation. Since then, his hypothesis has been proven for two qubits in two different ways; both implicitly and explicitly. This discovery is significant because it means that all quantum states of two qubits can be reduced to a simple compact set with the same entanglement properties as the set of all states, yet easier to produce and easier to work with mathematically. However, his hypothesis extends to all N-body quantum systems, not just two qubits, and his current work aims at proving it for the general N-body case.

Beyond theoretical quantum information, Hedemann's work also focuses on real-world applications of these ideas, such as with the design of quantum-computational hardware, quantum-communications devices, and novel methods of post-quantum computation. Understanding the fundamental physics behind quantum technology is crucial to unleashing its potential to enrich our lives and the health of our planet. Quantum computation offers the possibility to model difficult physics problems in realistic time frames, and this might allow for things such as writing programs capable of discovering cancer-killing drugs or finding practical solutions to alleviating the world's climate crisis.

Recent Projects and Research

  1. Construction of measures of all possible nonlocal correlation for discrete N-body quantum systems, computable for all states both pure and mixed. S. R. Hedemann, "Correlance and Discordance: Computable Measures of Nonlocal Correlation" (2020), arXiv:2001.03453.
  2. Design of an alternative quantum-computational architecture capable of scalability and operation at room temperature.

Recent Publications

Honors and Awards

Courses Taught at New York Tech

Contact

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