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Im trying to model the EBNF expression ("declare" "namespace" ";")* ("declare" "variable" ";")* I have built up the yacc (Im using MPPG) grammar, which seems to represent this, but it fails to match my test expression. The test case i'm trying to match...
Started by on , 3 posts by 3 people.  
The parser gets to the last PrologHeader , and it has to decide whether... .
It seems that you need a 2-token lookahead in this situation .
It's been a long time since I've used anything yacc-like, but here are a couple of suggestions that may or may not help .
Our First cast one piece wheel Hope you like it, more information coming soon .
Started by on , 18 posts by 8 people.  
Answer Snippets (Read the full thread at com):
Best regards Chris B-Star Wheels Here are a few pictures of the RA's.
The RA's are manufactured in the UK from LM9 specification Aluminium then please do not hesitate to ask .
For the RA 8j x 16" wheels are: 1.
Derby doesn't support this syntax: UPDATE x SET (col1, col2, ...) = ( SELECT a,b,... FROM y ... ) (see this bug ). Does anyone have a workaround other than creating a loop in Java which does the select and sends N updates back? [EDIT] Note that I have...
Started by on , 3 posts by 3 people.  
Have you tried: UPDATE x SET (col1)= ( SELECT a FROM y where y.fkfield = x.pkidfield), (col21)= ( SELECT b FROM y where y.fkfield = x.pkidfield), ).
Siad but I'm also a MSSQL person.
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(More package/component install fun for me -- thanks everyone for all your help to date). I am getting the error listed as the title, in Delphi 2007. Package A is my package of frame-based "viewer panels." Package B is a package containing a couple of...
Started by on , 4 posts by 4 people.  
There's a couple of ways around this....
Unit X is clearly being linked into both packages.
X in Package B, and have Package A use Package B (which is a more compact form of the firstIt could also be related to this question .
This following applet is Polynomial y=f(x)=a*x^3+b*x^2+c*x+d (differentiation and intergration) Created by prof Hwang Modified by Ahmed Original project Polynomial y=f(x)=a*x^3+b*x^2+c*x+d (differentiation and intergration) This applet let you play with...
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Answer Snippets (Read the full thread at ntnu):
I was looking for a way to do a BITOR() with an Oracle database and came across a suggestion to just use BITAND() instead, replacing BITOR(a,b) with a + b - BITAND(a,b). I tested it by hand a few times and verified it seems to work for all binary numbers...
Started by on , 5 posts by 5 people.  
Lt;stdio.h> int main(){ unsigned int a=0xC , b=0xA ; printf("%x %x %x %x\n",a, b, a|b, a&b); printf("%x %x %x %x\n",a+b, a-(a&b), a-(a&b)+b, a+b-(a&....
This applet let you play with polynomial y=f(x)=a*x 3 +b*x 2 +c*x+d You can drag two points x1,x2 along the function. It will calculate the integral between x1 and x2, the slope at those two points will be shown if you enable the checkbox. The slider ...
Started by on , 1 posts by 1 people.  
Answer Snippets (Read the full thread at ntnu):
Alright, let's say I have these two tables: items with columns id, stuff item_properties with columns item_id, prop_id Now I want to execute a query like SELECT stuff FROM items WHERE EXISTS(SELECT * FROM item_properties WHERE prop_id = 123 AND item_id...
Started by on , 5 posts by 5 people.  
If I understood your problem correctly, ....
SELECT stuff FROM Items as i INNER JOIN item_properties as ip ON i.id = ip.item_id WHERE ip.prop_id IN (123, 456) AND ip.prop_id NOT IN (789, 101) It's NOT TESTED, but that the kind of thing I tend to do a lot .
ご回答大変有難うございます。 はい。 : 片方がφになればfは単射という事になります。 片方ともφにならないなら,∀a∈Aに対してb∈Bが唯一つ決めれた事になるのでこの時のfも単射となります。 はい。 AもBも可算の場合はAもBもN(:自然数全体)に対等だから ∃f:A→N:全単射, ∃g:N→B:全単射だから gf:A→B:単射が採れお仕舞い。 Aが非可算でBが可算の場合は#A=アレフ1,#B=アレフ0で AはR(:実数全体)に対等だから∃f:R→A:全単射, BはN(:自然数全体...
Started by on , 4 posts by 2 people.  
Answer Snippets (Read the full thread at omgili):
B の部分集合 C....
A の部分集合 A' と B の部分集合 B' との間の 全単射は, 積集合 A×B のある部分集合 C のことだと 考えられます.
そうですが, これは意味不明.
そんでは役に立ちません.
A が実数全体との間に全単射がある集合で, B が自然数全体との間に全単射がある集合であれば, 確かに正しいですが, そんな遣り方で, 任意の集合 同士の場合を証明するには日が暮れます.
工繊大の塚本です. In article <7d35adc0-480a-4a70-aa5b-7eac81e2687b@o30g2000vbc.googlegroups.comkyokoyoshida123 <kyokoyoshida123@gmail.com In article <da097273-d58d-4678-9e3a-7837efa62554@a7g2000yqk.googlegroups.comkyokoyoshida123 <kyokoyoshida123...
Started by on , 3 posts by 2 people.  
Answer Snippets (Read the full thread at omgili):
P=5の時はf(1)=3≠0,f(2)=7≠0,f(3)=13≠0,f(4)=21≠0ですね。 p これはそうですね。 これは知りませんでした。展開してもシンプルになるんですね。 これはそうですね。xに0以外の元を代入してp乗すれば1になりますね。 なるほど。このように書けますね。 x^{....
ご回答大変有難うございます。 p=2の時はx=1でもf(x)≠0,p=3の時はf(1)=3≡0,f(2)=4+2+1=7≠0.
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