Growing community of inventors

Jersey City, NJ, United States of America

Tomas Mikolov

Average Co-Inventor Count = 4.50

ph-index = 3

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 = 143

Tomas MikolovJeffrey Adgate Dean (9 patents)Tomas MikolovGregory Sean Corrado (7 patents)Tomas MikolovKai Chen (6 patents)Tomas MikolovQuoc V Le (2 patents)Tomas MikolovSamy Bengio (2 patents)Tomas MikolovIlya Sutskever (2 patents)Tomas MikolovAndrea Lynn Frome (2 patents)Tomas MikolovJonathon Shlens (2 patents)Tomas MikolovYoram Singer (2 patents)Tomas MikolovMohammad Norouzi (1 patent)Tomas MikolovMohammad Norouzi (1 patent)Tomas MikolovTomas Mikolov (10 patents)Jeffrey Adgate DeanJeffrey Adgate Dean (231 patents)Gregory Sean CorradoGregory Sean Corrado (43 patents)Kai ChenKai Chen (120 patents)Quoc V LeQuoc V Le (113 patents)Samy BengioSamy Bengio (52 patents)Ilya SutskeverIlya Sutskever (35 patents)Andrea Lynn FromeAndrea Lynn Frome (31 patents)Jonathon ShlensJonathon Shlens (29 patents)Yoram SingerYoram Singer (17 patents)Mohammad NorouziMohammad Norouzi (16 patents)Mohammad NorouziMohammad Norouzi (9 patents)
..
Inventor’s number of patents
..
Strength of working relationships

Company Filing History:

1. Google Inc. (10 from 32,429 patents)


10 patents:

1. 12468886 - Computing numeric representations of words in a high-dimensional space

2. 11960519 - Classifying data objects

3. 11809824 - Computing numeric representations of words in a high-dimensional space

4. 10922488 - Computing numeric representations of words in a high-dimensional space

5. 10769191 - Classifying data objects

6. 10503837 - Translating terms using numeric representations

7. 10241997 - Computing numeric representations of words in a high-dimensional space

8. 9805028 - Translating terms using numeric representations

9. 9740680 - Computing numeric representations of words in a high-dimensional space

10. 9037464 - Computing numeric representations of words in a high-dimensional space

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12/4/2025
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