Naeso/Math

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base

10 — 4/0 (FH,RJ,JH,BF,/0)

special terms for expressing hexadecimal numbers — 4/0 (RJ,JH,FH,BF,/0)

How to form number words

• example: 813

eightonethree — 3/1 (FH,JH,BF,/RJ,)

• I will only propose number words with one syllable, making the above a lot easier to understand. —Fenhl 05:04, 26 October 2010 (PDT)
  • I disagree since short words are easier to misunderstand. ~RJ
  • Hopefully my proposal avoids this problem. I generated a set of phonologically-redundant words using this algorithm, tweaking the input file so its output overlapped as much as possible with Fenhl and MalfermitaKodo's proposals. --Jim Henry 15:52, 26 October 2010 (PDT)
  • It would still cause issues with large and exact numbers. Namely when there are more numbers than the average person can hold in short-term memory. ~RJ

eighthundred-oneten-three — 2/2 (RJ,BF,/FH,JH,)

How to mark hex numbers

• I certainly do not want Naeso speakers to have to guess on whether a number is dec or hex. How do we avoid this? —Fenhl 04:43, 18 April 2011 (PDT)

number words

0

se — 4/0 (FH,RJ,JH,BF,/0)

1

a — 2/2 (FH,BF,/RJ,JH,)

• Redundancy is a feature, not a bug. ~RJ

tsai — 2/2 (RJ,FH,/JH,BF,)

tho — 3/0 (JH,FH,BF,/0)

2

dy — 3/0 (FH,JH,BF,/0)

3

fe — 2/2 (FH,BF,/RJ,JH,)

• Has anyone considered that this might be used to speak phone numbers over a staticyVoIP connection‽ ~RJ

efe — 2/2 (RJ,FH,/JH,BF,)

pu — 3/0 (JH,FH,BF,/0)

4

gi — 4/0 (FH,RJ,JH,BF,/0)

5

ba — 4/0 (FH,RJ,JH,BF,/0)

6

vo — 3/1 (FH,RJ,BF,/JH,)

vae — 2/1 (JH,FH,/BF,)

7

zu — 3/1 (FH,RJ,BF,/JH,)

zui — 2/1 (JH,FH,/BF,)

8

to — 2/2 (FH,BF,/RJ,JH,)

• Too similar to 6 ~RJ

lui — 2/2 (RJ,FH,/BF,JH,)

toa — 2/1 (JH,FH,/BF,)

9

na — 2/2 (FH,BF,/RJ,JH,)

• Too similar to ba —RJ

dzia — 2/2 (RJ,FH,/JH,BF,)

fel — 2/1 (JH,FH,/BF,)

ten

tthi — 1/2 (FH,/JH,BF,)

zym — 3/0 (JH,FH,BF,/0)

eleven

thoanh — 2/1 (JH,FH,/BF,)

zym a — 2/0 (BF,JH,/0)

• I think this is in regard to hex numbers, so zym a would be inappropriate here. —Fenhl 04:43, 18 April 2011 (PDT)

twelve

munh — 2/0 (JH,FH,/0)

zym dy — 2/0 (BF,JH,/0)

• see above —Fenhl 04:43, 18 April 2011 (PDT)

thirteen

munh — 1/2 (JH,/FH,BF,)

• Same as twelve —Fenhl 16:42, 10 April 2011 (PDT)

zym pu — 2/0 (BF,JH,/0)

• see above —Fenhl 04:43, 18 April 2011 (PDT)

syul — 2/1 (FH,JH,/BF,)

fourteen

doal — 2/1 (JH,FH,/BF,)

zym gi — 2/0 (BF,JH,/0)

• see above —Fenhl 04:43, 18 April 2011 (PDT)

fifteen

bem — 2/1 (JH,FH,/BF,)

zym ba — 2/0 (BF,JH,/0)

sixteen

dzim — 1/2 (JH,/FH,BF,)

zym vo — 2/0 (BF,JH,/0)

• see above —Fenhl 04:43, 18 April 2011 (PDT)

hundred

on — 2/1 (JH,BF,/FH,)

thousand

jol — 2/1 (JH,BF,/FH,)

onon / on on — 1/2 (BF,/JH,FH,)

• A hundred hundreds is ten thousand, not one thousand. --Jim Henry 10:49, 17 April 2011 (PDT)

ten thousand

djulnen — 0/2 (0/FH,JH,)

zym onon — 1/2 (BF,/JH,FH,)

zym jol — 1/0 (JH,/0)

hundred thousand

founh — 1/2 (BF,/FH,JH,)

million

tinem — 2/1 (FH,BF,/JH,)

jol jol — 1/1 (JH,/FH,)