User contributions for StanfordCommSci
A user with 16 edits. Account created on 14 May 2010.
22 September 2012
- 18:5118:51, 22 September 2012 diff hist −63 m Rice distribution →References: ~~~~
- 18:4618:46, 22 September 2012 diff hist +54 m Rice distribution →Parameter estimation (the Koay inversion technique): ~~~~
8 November 2010
- 23:1623:16, 8 November 2010 diff hist 0 m Rice distribution →Parameter estimation (the Koay inversion technique): ~~~~
- 23:1523:15, 8 November 2010 diff hist +312 m Rice distribution Many researchers have used ML methods in MRI. The earliest one was probably Bonny et al.~~~~
16 May 2010
15 May 2010
- 13:1213:12, 15 May 2010 diff hist −557 Rice distribution →References: Deleted two more references not cited in the main text
- 13:0913:09, 15 May 2010 diff hist −294 Rice distribution →References: Delete another reference not cited in the main text.
- 04:5004:50, 15 May 2010 diff hist −1 Rice distribution →References
- 04:5004:50, 15 May 2010 diff hist −563 m Rice distribution →References: Added a classic paper and get rid of duplicates and self references
- 04:4104:41, 15 May 2010 diff hist +507 Rice distribution →Parameter estimation (the Koay inversion technique): added an important on the subject
14 May 2010
- 17:0617:06, 14 May 2010 diff hist +23 m Rice distribution →The Koay inversion technique: It is good compromise. The section title now should satisfies both the statisticians and the practitioners of "inverse problems".
- 16:5416:54, 14 May 2010 diff hist +8 m Rice distribution →Parameter estimation: Parameter estimation is too general. A more specific name is better here from the point of view of "inverse problems".
- 16:5216:52, 14 May 2010 diff hist +4 m User talk:Melcombe →Rice distribution: The Koay inversion technique
- 16:5216:52, 14 May 2010 diff hist +676 User talk:Melcombe →Rice distribution: The Koay inversion technique: new section
- 05:3305:33, 14 May 2010 diff hist +149 N User:StanfordCommSci ←Created page with 'Welcome. I am new to Wiki but has been living in California for the past two decades working on signal processing and communication systems. -Carl' current
- 05:2805:28, 14 May 2010 diff hist +4 m Rice distribution →Fast inversion technique: I renamed the inversion technique because the Koay inversion technique is a mathematical chef-d'oeuvre well known in the scientific community.
