A-M baby
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19005 changed files with 197040 additions and 7 deletions
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def negInf = -1.0d / 0.0d; //also Double.NEGATIVE_INFINITY
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def inf = 1.0d / 0.0d; //also Double.POSITIVE_INFINITY
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def nan = 0.0d / 0.0d; //also Double.NaN
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def negZero = -2.0d / inf;
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println(" Negative inf: " + negInf);
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println(" Positive inf: " + inf);
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println(" NaN: " + nan);
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println(" Negative 0: " + negZero);
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println(" inf + -inf: " + (inf + negInf));
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println(" 0 * NaN: " + (0 * nan));
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println(" NaN == NaN: " + (nan == nan));
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println("NaN equals NaN: " + (nan.equals(nan)));
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@ -0,0 +1,4 @@
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Inf=: _
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NegInf=: __
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NB. Negative zero cannot be represented in J.
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NaN=. _.
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@ -0,0 +1,15 @@
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(1 % 0) , (_1 % 0)
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_ __
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(1e234 * 1e234) , (_1e234 * 1e234)
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_ __
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_ + __ NB. generates NaN error, rather than NaN
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|NaN error
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| _ +__
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_ - _ NB. generates NaN error, rather than NaN
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|NaN error
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| _ -_
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%_
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0
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%__ NB. Under the covers, the reciprocal of NegInf produces NegZero, but this fact isn't exposed to the user, who just sees zero
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0
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@ -0,0 +1,8 @@
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_ + _
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_
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__ + __
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__
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Inf + 0
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_
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NegInf * 0
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0
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@ -0,0 +1,15 @@
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EXTREMES
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NEW INF,NINF,ZERO,NOTNUM,NEGZERO
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SET INF=$DOUBLE(3.0E310),NINF=$DOUBLE(-3.0E310),ZERO=$DOUBLE(0),NOTNUM=$DOUBLE(INF-INF),NEGZERO=$DOUBLE(ZERO*-1)
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WRITE "Infinity: ",INF,!
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WRITE "Infinity ",$SELECT($ISVALIDNUM(INF):"is a number",1:"is not a number"),!
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WRITE "Negative Infinity: ",NINF,!
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WRITE "Negative Infinity ",$SELECT($ISVALIDNUM(NINF):"is a number",1:"is not a number"),!
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WRITE "Zero: ",ZERO,!
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WRITE "Zero ",$SELECT($ISVALIDNUM(ZERO):"is a number",1:"is not a number"),!
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WRITE "Negative Zero: ",NEGZERO,!
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WRITE "Negative Zero ",$SELECT($ISVALIDNUM(NEGZERO):"is a number",1:"is not a number"),!
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WRITE "Not a Number: ",NOTNUM,!
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WRITE "Not a Number ",$SELECT($ISVALIDNUM(NOTNUM):"is a number",1:"is not a number"),!
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KILL INF,NINF,ZERO,NONNUM,NEGZERO
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QUIT
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@ -0,0 +1,9 @@
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Column@{ReleaseHold[
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Function[expression,
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Row@{HoldForm@InputForm@expression, " = ", Quiet@expression},
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HoldAll] /@
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Hold[1./0., 0./0., Limit[-Log[x], x -> 0], Limit[Log[x], x -> 0],
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Infinity + 1, Infinity + Infinity, 2 Infinity,
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Infinity - Infinity, 0 Infinity, ComplexInfinity + 1,
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ComplexInfinity + ComplexInfinity, 2 ComplexInfinity,
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0 ComplexInfinity, Indeterminate + 1, 0 Indeterminate]]}
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