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| - | <presentation: Rank of Random Matrices over Finite Fields | A. Shokrollahi | Antalya Algebra Days XI, Antalya University, 2010 | | + | <presentation: Rank of Random Matrices over Finite Fields | A. Shokrollahi | Antalya Algebra Days XI, Antalya University, 2010 | {{ :en:output:presentations:antalya-2010.pdf |}}> |
| </presentation> | </presentation> | ||
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| </presentation> | </presentation> | ||
| - | <presentation: Capacity Achieving Sequences for the Erasure Channel | A. Shokrollahi | Presentation at ISIT | {{ :en:output:presentations:isit01_ldpc.pdf |}}> | + | <presentation: Capacity Achieving Sequences for the Erasure Channel | A. Shokrollahi | Presentation at ISIT, 2001 | {{ :en:output:presentations:isit01_ldpc.pdf |}}> |
| Talk on systematic study of capacity-achieving (ca) sequences of low-density parity-check codes for the erasure channel. | Talk on systematic study of capacity-achieving (ca) sequences of low-density parity-check codes for the erasure channel. | ||
| </presentation> | </presentation> | ||
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| </presentation> | </presentation> | ||
| - | <presentation: Antenna Diagonal Space-Time Codes from Representations of SU(2)| A. Shokrollahi | Presentation at ISIT | {{ :en:output:presentations:isit01_su2.pdf |}}> | + | <presentation: Antenna Diagonal Space-Time Codes from Representations of SU(2)| A. Shokrollahi | Presentation at ISIT, 2001 | {{ :en:output:presentations:isit01_su2.pdf |}}> |
| Talk on how good 4-antenna differential unitary space-time codes can be constructed. | Talk on how good 4-antenna differential unitary space-time codes can be constructed. | ||
| </presentation> | </presentation> | ||
| - | <presentation: Packing Unitary Matrices | A. Shokrollahi | Presentation at ISIT | {{ :en:output:presentations:isit01_talk2.pdf |}}> | + | <presentation: Packing Unitary Matrices | A. Shokrollahi | Presentation at ISIT, 2001 | {{ :en:output:presentations:isit01_talk2.pdf |}}> |
| </presentation> | </presentation> | ||
| - | <presentation: Computing the Performance of Group Space Time Codes from their Character Table | A. Shokrollahi | Presentation at ISIT | {{ :en:output:presentations:isit01_2.pdf |}}> | + | <presentation: Computing the Performance of Group Space Time Codes from their Character Table | A. Shokrollahi | Presentation at ISIT, 2001 | {{ :en:output:presentations:isit01_2.pdf |}}> |
| Talk on compute upper bounds on the pairwise probability of error unitary differential space-time codes that form a finite group under matrix multiplication. | Talk on compute upper bounds on the pairwise probability of error unitary differential space-time codes that form a finite group under matrix multiplication. | ||
| + | </presentation> | ||
| + | |||
| + | <presentation: Design of Erasure Codes with Differential Evolution | A. Shokrollahi | Presentation at ISIT, 2000 | {{ :en:output:presentations:isit00.pdf |}}> | ||
| </presentation> | </presentation> | ||
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| <presentation: Low-Density Low-Complexity Codes | A. Shokrollahi | Presentation at SIAM Annual Meeting, Atlanta, 1999 |{{ :en:output:presentations:siamldpc99.pdf |}} > | <presentation: Low-Density Low-Complexity Codes | A. Shokrollahi | Presentation at SIAM Annual Meeting, Atlanta, 1999 |{{ :en:output:presentations:siamldpc99.pdf |}} > | ||
| + | We will outline in this talk the design and analysis of error-correcting codes that can be encoded and de-coded efficiently and protect against a fraction of errors that is almost as large as given by theoretical upper bounds. | ||
| </presentation> | </presentation> | ||
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| <presentation: Introduction to Low-Density Parity-Check Codes| A. Shokrollahi | |{{ :en:output:presentations:livecodes.pdf |}}> | <presentation: Introduction to Low-Density Parity-Check Codes| A. Shokrollahi | |{{ :en:output:presentations:livecodes.pdf |}}> | ||
| Design of codes for LIVE streaming | Design of codes for LIVE streaming | ||
| + | </presentation> | ||
| + | |||
| + | <presentation: Low-Density Codes and the Erasure Channel | A. Shokrollahi | | {{ :en:output:presentations:minnesota.pdf |}}> | ||
| </presentation> | </presentation> | ||