Growing community of inventors

San Jose, CA, United States of America

Tam Minh Dai Tran

Average Co-Inventor Count = 3.60

ph-index = 6

The patent ph-index is calculated by counting the number of publications for which an author has been cited by other authors at least that same number of times.

Forward Citations = 88

Tam Minh Dai TranNimrod Megiddo (2 patents)Tam Minh Dai TranVolker Gerhard Markl (2 patents)Tam Minh Dai TranVincent Corvinelli (2 patents)Tam Minh Dai TranJohn Frederick Hornibrook (2 patents)Tam Minh Dai TranMarcel Kutsch (2 patents)Tam Minh Dai TranYuri Deigin (2 patents)Tam Minh Dai TranEileen Tien Lin (1 patent)Tam Minh Dai TranFatma Ozcan (1 patent)Tam Minh Dai TranAndrey Balmin (1 patent)Tam Minh Dai TranAnjali Betawadkar-Norwood (1 patent)Tam Minh Dai TranTam Minh Dai Tran (6 patents)Nimrod MegiddoNimrod Megiddo (79 patents)Volker Gerhard MarklVolker Gerhard Markl (20 patents)Vincent CorvinelliVincent Corvinelli (17 patents)John Frederick HornibrookJohn Frederick Hornibrook (16 patents)Marcel KutschMarcel Kutsch (9 patents)Yuri DeiginYuri Deigin (2 patents)Eileen Tien LinEileen Tien Lin (36 patents)Fatma OzcanFatma Ozcan (28 patents)Andrey BalminAndrey Balmin (24 patents)Anjali Betawadkar-NorwoodAnjali Betawadkar-Norwood (10 patents)
..
Inventor’s number of patents
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Strength of working relationships

Company Filing History:

1. International Business Machines Corporation (6 from 164,108 patents)


6 patents:

1. 8589382 - Multi-fact query processing in data processing system

2. 8135701 - Selectivity estimation for conjunctive predicates in the presence of partial knowledge about multivariate data distributions

3. 8051058 - System for estimating cardinality in a database system

4. 7865502 - Optimization of extensible markup language path language (XPATH) expressions in a database management system configured to accept extensible markup language (XML) queries

5. 7478083 - Method and system for estimating cardinality in a database system

6. 7376639 - Selectivity estimation for conjunctive predicates in the presence of partial knowledge about multivariate data distributions

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