mmath.mal

一个内存数据库的源代码这是服务器端还有客户端

#line 29 "/export/scratch0/monet/monet.GNU.64.64.d.14791/MonetDB5/src/modules/kernel/mmath.mx"
module mmath;

command acos(x:flt):flt 
address MATHunary_ACOSflt;
command acos(x:dbl):dbl 
address MATHunary_ACOSdbl
comment "The acos(x) function calculates the arc cosine of x, that is the 
	value whose cosine is x. The value is returned in radians and is 
	mathematically defined to be between 0 and PI (inclusive).";

command asin(x:flt)  :flt 
address MATHunary_ASINflt;
command asin(x:dbl)  :dbl 
address MATHunary_ASINdbl
comment "The asin(x) function calculates the arc sine of x, that is the value 
	whose sine is x. The value is returned in radians and is mathematically 
	defined to be between -PI/20 and -PI/2 (inclusive).";

command atan(x:flt)     :flt 
address MATHunary_ATANflt;
command atan(x:dbl)     :dbl 
address MATHunary_ATANdbl
comment "The atan(x) function calculates the arc tangent of x, that is the value 
	whose tangent is x. The value is returned in radians and is mathematically 
	defined to be between -PI/2 and PI/2 (inclusive).";

command atan2(x:flt,y:flt):flt 
address MATHbinary_ATAN2flt;
command atan2(x:dbl,y:dbl):dbl 
address MATHbinary_ATAN2dbl
comment "The atan2(x,y) function calculates the arc tangent of the two 
        variables x and y.  It is similar to calculating the arc
	tangent of y / x, except that the signs of both arguments are 
        used to determine the quadrant of the result.  The value is 
	returned in radians and is mathematically defined to be between 
        -PI/2 and PI/2 (inclusive).";


command cos(x:flt)   	  :flt 
address MATHunary_COSflt;
command cos(x:dbl)   	  :dbl 
address MATHunary_COSdbl
comment "The cos(x) function returns the cosine of x, where x is given in 
        radians. The return value is between -1 and 1.";

command sin(x:flt)   	  :flt 
address MATHunary_SINflt;
command sin(x:dbl)   	  :dbl 
address MATHunary_SINdbl
comment "The sin(x) function returns the cosine of x, where x is given in 
        radians. The return value is between -1 and 1.";

command tan(x:flt)   	  :flt 
address MATHunary_TANflt;
command tan(x:dbl)   	  :dbl 
address MATHunary_TANdbl
comment "The tan(x) function returns the tangent of x,
        where x is given in radians";


command cosh(x:flt)     :flt 
address MATHunary_COSHflt;
command cosh(x:dbl)     :dbl 
address MATHunary_COSHdbl
comment "The cosh() function  returns the hyperbolic cosine of x, which is 
	defined mathematically as (exp(x) + exp(-x)) / 2.";

command sinh(x:flt)     :flt 
address MATHunary_SINHflt;
command sinh(x:dbl)     :dbl 
address MATHunary_SINHdbl
comment "The sinh() function  returns  the  hyperbolic sine of x, which 
        is defined mathematically as (exp(x) - exp(-x)) / 2.";

command tanh(x:flt)     :flt 
address MATHunary_TANHflt;
command tanh(x:dbl)     :dbl 
address MATHunary_TANHdbl
comment "The tanh() function returns the hyperbolic tangent of x, which is 
	defined mathematically as sinh(x) / cosh(x).";


command exp(x:flt)   	  :flt 
address MATHunary_EXPflt;
command exp(x:dbl)   	  :dbl 
address MATHunary_EXPdbl
comment "The exp(x) function returns the value of e (the base of 
        natural logarithms) raised to the power of x.";

command log(x:flt)   	  :flt 
address MATHunary_LOGflt;
command log(x:dbl)   	  :dbl 
address MATHunary_LOGdbl
comment "The log(x) function returns the natural logarithm of x.";

command log10(x:flt)    :flt 
address MATHunary_LOG10flt;
command log10(x:dbl)    :dbl 
address MATHunary_LOG10dbl
comment "The log10(x) function returns the base-10 logarithm of x.";


command pow(x:flt,y:flt)  :flt 
address MATHbinary_POWflt;
command pow(x:dbl,y:dbl)  :dbl 
address MATHbinary_POWdbl
comment "The pow(x,y) function  returns the value of x raised to the power of y.";

command sqrt(y:flt)  	  :flt 
address MATHunary_SQRTflt;
command sqrt(y:dbl)  	  :dbl 
address MATHunary_SQRTdbl
comment "The sqrt(x) function returns the non-negative square root of x.";


command ceil(y:flt)     :flt 
address MATHunary_CEILflt;
command ceil(y:dbl)     :dbl 
address MATHunary_CEILdbl
comment "The ceil(x) function rounds x upwards to the nearest integer.";

command fabs(y:dbl)     :dbl 
address MATHunary_FABSdbl
comment "The fabs(x) function  returns  the  absolute value of the 
        floating-point number x.";

command floor(y:flt)    :flt 
address MATHunary_FLOORflt;
command floor(y:dbl)    :dbl 
address MATHunary_FLOORdbl
comment "The floor(x) function rounds x downwards to the nearest integer.";

command fmod(y:flt,x:flt) :flt 
address MATHbinary_FMODflt;
command fmod(y:dbl,x:dbl) :dbl 
address MATHbinary_FMODdbl
comment "The fmod(x,y) function computes the remainder of dividing x by y.
	The return value is x - n * y, where n is the quotient of x / y,
	rounded towards zero to an integer.";

command round(x:flt,y:int)     :flt 
address MATHbinary_ROUNDflt;
command round(x:dbl,y:int)     :dbl 
address MATHbinary_ROUNDdbl
comment "The round(n, m) returns n rounded to m places to the right 
        of the decimal point; if m is omitted, to 0 places. m can be 
	negative to round off digits left of the decimal point. 
        m must be an integer.";

command isnan(d:dbl) :bit 
address math_unary_ISNAN
comment "The isnan(x) function returns true if x is 'not-a-number' 
        (NaN), and false otherwise.";
command isinf(d:dbl) :int 
address math_unary_ISINF
comment "The isinf(x) function returns -1 if x represents negative 
        infinity, 1 if x represents positive infinity, and 0 otherwise.";
command finite(d:dbl) :bit 
address math_unary_FINITE
comment "The finite(x) function returns true if x is neither infinite 
        nor a 'not-a-number' (NaN) value, and false otherwise.";



#line 193 "/export/scratch0/monet/monet.GNU.64.64.d.14791/MonetDB5/src/modules/kernel/mmath.mx"
command rand () :int 
address MATHrandint
comment "return a random number";
command srand(seed:int) :void 
address MATHsrandint
comment "initialize the rand() function with a seed";

function mmath.pi():dbl;
	pi := 3.14159265358979323846:dbl;
	return pi;
end pi;