2008 - Fellow of Alfred P. Sloan Foundation
Mathematical analysis is intertwined with Upper and lower bounds, Limit (mathematics) and Polynomial in his research. He integrates Limit (mathematics) with Mathematical analysis in his study. Andris Ambainis combines Quantum mechanics and Statistical physics in his studies. Andris Ambainis integrates Statistical physics with Quantum mechanics in his research. Andris Ambainis combines topics linked to Quantum walk with his work on Quantum. By researching both Discrete mathematics and Combinatorics, Andris Ambainis produces research that crosses academic boundaries. His work blends Combinatorics and Discrete mathematics studies together. His research brings together the fields of Communication complexity and Theoretical computer science. His study in Theoretical computer science extends to Communication complexity with its themes.
While working on this project, Andris Ambainis studies both Quantum mechanics and Quantum walk. His study ties his expertise on Quantum together with the subject of Quantum walk. Many of his studies involve connections with topics such as Quantum algorithm and Quantum. He merges Quantum algorithm with Quantum computer in his study. In his articles, Andris Ambainis combines various disciplines, including Quantum computer and Quantum mechanics. Discrete mathematics is often connected to Boolean function in his work. His work often combines Algorithm and Programming language studies. Andris Ambainis performs multidisciplinary study on Programming language and Algorithm in his works. In his research, he performs multidisciplinary study on Mathematical analysis and Combinatorics.
Algorithm is connected with Parallel computing and Dynamic programming in his study. He integrates Parallel computing with Algorithm in his research. He undertakes multidisciplinary studies into Quantum mechanics and Statistical physics in his work. While working in this field, he studies both Statistical physics and Quantum mechanics. He regularly links together related areas like Kochen–Specker theorem in his Quantum studies. He frequently studies issues relating to Quantum and Kochen–Specker theorem. His Exponential function research extends to the thematically linked field of Mathematical analysis. His Theoretical computer science study frequently links to adjacent areas such as Binary decision diagram. Many of his studies on Binary decision diagram involve topics that are commonly interrelated, such as Theoretical computer science.
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Quantum Walk Algorithm for Element Distinctness
Andris Ambainis.
SIAM Journal on Computing (2007)
QUANTUM WALKS AND THEIR ALGORITHMIC APPLICATIONS
Andris Ambainis.
International Journal of Quantum Information (2003)
Quantum walks on graphs
Dorit Aharonov;Andris Ambainis;Julia Kempe;Umesh Vazirani.
symposium on the theory of computing (2001)
One-dimensional quantum walks
Andris Ambainis;Eric Bach;Ashwin Nayak;Ashvin Vishwanath.
symposium on the theory of computing (2001)
Quantum Search of Spatial Regions
Scott Aaronson;Andris Ambainis.
Theory of Computing (2005)
1-way quantum finite automata: strengths, weaknesses and generalizations
A. Ambainis;R. Freivalds.
foundations of computer science (1998)
Quantum lower bounds by quantum arguments
Andris Ambainis.
symposium on the theory of computing (2000)
Coins make quantum walks faster
Andris Ambainis;Julia Kempe;Alexander Rivosh.
symposium on discrete algorithms (2005)
Private quantum channels
A. Ambainis;M. Mosca;A. Tapp;R. De Wolf.
foundations of computer science (2000)
Dense quantum coding and quantum finite automata
Andris Ambainis;Ashwin Nayak;Amnon Ta-Shma;Umesh Vazirani.
Journal of the ACM (2002)
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