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Existing CAS commands --> Prime discussion
02-22-2019, 08:36 PM (This post was last modified: 04-25-2019 08:46 PM by compsystems.)
Post: #63
RE: Existing CAS commands --> Prime discussion
getType command

The XCas getType() command is not synonymous with type or TYPE cmds, the important thing about this command that is not included in the hpprime
is that it groups several types of objects by common characteristics, for example

getType(5.0 ), getType( 5 ), getType( 3/4 ) [enter] "NUM", "NUM", "NUM"

Mathematical expressions as"EXPR" and math constants
getType( 3+4*i ), getType( x+i*y ), getType( 3*pi ), getType( sqrt(-1) ) , getType( e ) [enter]"EXPR", "EXPR", "EXPR", "EXPR", "EXPR"

Lists, sequences, sets and polynomials as “LIST"
seq1:=(1,2,3)
getType( seq1), getType( [9,[8,7],[6,5,4]]), getType( [9 ,8 ,7] ), getType( set[a , b, c, a] ), getType( poly1[1 ,-6 , 11 ,-6] ) [enter] "LIST", "LIST","LIST","LIST","LIST"
Difference matrix of lists
getType( [[1,2],[3,4]] ), getType( [[1,2,3,4]], getType( [[1],[2],[3],[4]] ) [enter] "MAT", "MAT", "MAT"

getType( var01 ) [enter] "VAR"
getType( "Hello" ) [enter] "STR"
getType( f(x):=x+1) [enter] "FUNC"


getType(5.0 ), getType( 5 ), getType( 3+4*i ), getType( x+i*y ), getType( [9,[8,7],[6,5,4]]), getType( [9 ,8 ,7] ), getType( set[a , b, c, a] ), getType( poly1[1 ,-6 , 11 ,-6] ), getType( [[1,2],[3,4]] ), getType( var01 ), getType( "Hello" ), getType( f(x):=x+1)
"NUM","NUM","EXPR","EXPR","LIST","LIST","LIST","LIST","MAT","VAR","STR","FUNC"

Example of use of the getType function.

PHP Code:
#Xcas
def legendre_nevalX="" ):
    
local pxxtype2argpurge(x)
    if 
getType(n) == "NUM":
      
px := 1/(2^n*n!)*diff((x^2-1)^n,x,n)
      
type2arg := getType(evalX)   
      if 
type2arg == "NUM" or type2arg == "EXPR" or type2arg == "VAR":
        
px := subst(px,x=evalX)
      
elif type2arg == "STR" and evalX=="LIST":
        
px:=e2r(px)  
 
        return 
px
    
return "Error: an integer number is expected in the first argument"
#end 
legendre_(2),legendre_(2,y),legendre_(2,"LIST"),legendre_(2,10),legendre_(2,cos(t)) enter

1/8*(12*x^2-4), 1/8*(12*y^2-4), poly1[3/2,0,-1/2],2 99/2, 1/8*(12*cos(t)**2-4)
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RE: Existing CAS commands --> Prime discussion - compsystems - 02-22-2019 08:36 PM



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