Growing community of inventors

Hadera, Israel

Thierry Pons

Average Co-Inventor Count = 4.88

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 = 25

Thierry PonsZeev Sperber (7 patents)Thierry PonsAmit Gradstein (7 patents)Thierry PonsSimon Rubanovich (3 patents)Thierry PonsRobert Valentine (2 patents)Thierry PonsMark Jay Charney (2 patents)Thierry PonsRaanan Sade (2 patents)Thierry PonsGregory Pribush (2 patents)Thierry PonsEyal Oz-Sinay (2 patents)Thierry PonsShachar Finkelstein (2 patents)Thierry PonsGuy Bale (2 patents)Thierry PonsIttai Anati (1 patent)Thierry PonsGila Kamhi (1 patent)Thierry PonsBrent Ralph Boswell (1 patent)Thierry PonsZelig Wayner (1 patent)Thierry PonsYoad Yagil (1 patent)Thierry PonsTom Aviram (1 patent)Thierry PonsRanan Fraer (1 patent)Thierry PonsArnit Gradstein (1 patent)Thierry PonsThierry Pons (9 patents)Zeev SperberZeev Sperber (213 patents)Amit GradsteinAmit Gradstein (129 patents)Simon RubanovichSimon Rubanovich (100 patents)Robert ValentineRobert Valentine (370 patents)Mark Jay CharneyMark Jay Charney (223 patents)Raanan SadeRaanan Sade (94 patents)Gregory PribushGregory Pribush (8 patents)Eyal Oz-SinayEyal Oz-Sinay (2 patents)Shachar FinkelsteinShachar Finkelstein (2 patents)Guy BaleGuy Bale (2 patents)Ittai AnatiIttai Anati (72 patents)Gila KamhiGila Kamhi (45 patents)Brent Ralph BoswellBrent Ralph Boswell (22 patents)Zelig WaynerZelig Wayner (7 patents)Yoad YagilYoad Yagil (3 patents)Tom AviramTom Aviram (3 patents)Ranan FraerRanan Fraer (3 patents)Arnit GradsteinArnit Gradstein (1 patent)
..
Inventor’s number of patents
..
Strength of working relationships

Company Filing History:

1. Intel Corporation (9 from 54,902 patents)


9 patents:

1. 11455167 - Efficient implementation of complex vector fused multiply add and complex vector multiply

2. 10521226 - Efficient implementation of complex vector fused multiply add and complex vector multiply

3. 10157059 - Instruction and logic for early underflow detection and rounder bypass

4. 9542154 - Fused multiply add operations using bit masks

5. 9274752 - Leading change anticipator logic

6. 9092226 - Efficient parallel floating point exception handling in a processor

7. 8918446 - Reducing power consumption in multi-precision floating point multipliers

8. 8103858 - Efficient parallel floating point exception handling in a processor

9. 7536485 - Processor having inactive state of operation and method thereof

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