Victoria Kostina, Ph.D.
Affiliations: | 2013 | Electrical Engineering | Princeton University, Princeton, NJ |
Area:
Information Sciences & SystemsGoogle:
"Victoria Kostina"Parents
Sign in to add mentor| Sergio Verdú | grad student | 2013 | Princeton | |
| (Lossy data compression: Nonasymptotic fundamental limits.) | ||||
BETA: Related publications
See more...
Publications
|
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
| Ebrahimi M, Lahouti F, Kostina V. (2020) Two-layer Coded Channel Access with Collision Resolution: Design and Analysis Ieee Transactions On Wireless Communications. 1-1 |
| Chen S, Effros M, Kostina V. (2020) Lossless Source Coding in the Point-to-Point, Multiple Access, and Random Access Scenarios Ieee Transactions On Information Theory. 1-1 |
| Kostina V, Tuncel E. (2019) Successive Refinement of Abstract Sources Ieee Transactions On Information Theory. 65: 6385-6398 |
| Tian P, Kostina V. (2019) The Dispersion of the Gauss–Markov Source Ieee Transactions On Information Theory. 65: 6355-6384 |
| Khina A, Kostina V, Khisti A, et al. (2019) Tracking and Control of Gauss–Markov Processes over Packet-Drop Channels with Acknowledgments Ieee Transactions On Control of Network Systems. 6: 549-560 |
| Kostina V, Hassibi B. (2019) Rate-Cost Tradeoffs in Control Ieee Transactions On Automatic Control. 64: 4525-4540 |
| Khina A, Garding ER, Pettersson GM, et al. (2019) Control Over Gaussian Channels With and Without Source–Channel Separation Ieee Transactions On Automatic Control. 64: 3690-3705 |
| Marsiglietti A, Kostina V. (2018) A Lower Bound on the Differential Entropy of Log-Concave Random Vectors with Applications. Entropy (Basel, Switzerland). 20 |
| Kostina V. (2017) Data Compression With Low Distortion and Finite Blocklength Ieee Transactions On Information Theory. 63: 4268-4285 |
| Kostina V, Polyanskiy Y, Verd S. (2017) Joint Source-Channel Coding With Feedback Ieee Transactions On Information Theory. 63: 3502-3515 |