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| --- This message came from the IEEE 802.11 Task Group M Technical Reflector ---
No objection, however you, might consider: "For a complex number z = x + iy, where
i = sqrt(-1), Re(z) = x, the real part of z, and Im(z) = y, the imaginary part
of z." RR From: ***** IEEE
stds-802-11-tgm List ***** [mailto:STDS-802-11-TGM@xxxxxxxx] On Behalf Of Stephens, Adrian P Dear TGmc folks, We agreed wording of
a resolution to CID 3384 at our telecon last week as follows: “REVISED (EDITOR:
2014-12-05 16:46:24Z) - Add to 1.5: Re (x) is the real
part of the complex number x. Im (x) is the
imaginary part of the complex number x. And: Throughout the
draft remove other definitions of Re(.) (editor check
2290.36, 2378.62, 2470.32) Since then, a
comment was received, and I propose to update the resolution as follows: REVISED (EDITOR:
2014-12-05 16:46:24Z) - Add to 1.5: Re (z) is the real
part of complex number z. Im (z) is the imaginary part of complex number
z (not including the factor i). For example, Re (1 - 2i) is 1 and Im (1 -
2i) is -2. And: Throughout the
draft remove other definitions of Re(.) (editor check
2290.36, 2378.62, 2470.32) If anybody has any
objection to this changed language, please let me know. Otherwise,
I’ll bring it to motion in TGmc without further debate. Best Regards, Adrian P STEPHENS Tel: +44 (1793)
404825 (office) Tel: +1 (408)
2397485 (mobile, ---------------------------------------------- From: Mark Rison
[mailto:m.rison@xxxxxxxxxxx] Hello 2.7.4.
CID 3384 2.7.4.7. Proposed resolution REVISED
(EDITOR: 2014-12-05 16:46:24Z) - Add to 1.5: 2.7.4.8. Re (x) is the real part of the
complex number x. 2.7.4.9. Im (x) is the imaginary part of
the complex number x. 2.7.4.10. And: 2.7.4.11. Throughout the draft remove other
definitions of Re(.) 2.7.4.12. No objection – mark ready for motion Having thought about this
further, there are a number of tweaks I would like to suggest: - It would be worth being
clear on whether Im (z) includes the i - Traditionally complex
numbers are called z not x - We give examples for other
operators Here is an updated
suggestion: Re (z)
is the real part of complex number z.
Im (z) is the imaginary part of
complex number z (not including
the factor i). For example,
Re (1 – 2i) is 1 and Im (1 – 2i) is –2. [z and i are italic] Mark -- Mark RISON, Standards
Architect, WLAN English/Esperanto/Français Samsung Cambridge Solution
Centre Tel: +44 1223 434600 ROYAUME
UNI
WWW: http://www.samsung.com/uk From: ***** IEEE
stds-802-11-tgm List ***** [mailto:STDS-802-11-TGM@xxxxxxxx]
On Behalf Of Jon Rosdahl --- This message came from the IEEE 802.11 Task Group
M Technical Reflector --- Minutes for
today's REVmc telecon have been posted to Comments/feedback welcomed, 802.11 REVmc Secretary ----------------------------------------------------------------------------- _______________________________________________________________________________
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