a
    khi,                     @   s  d dl mZmZmZmZmZmZmZmZm	Z	m
Z
mZmZmZmZmZmZmZmZ d dlmZmZmZmZmZmZmZmZmZmZmZmZm Z m!Z!m"Z" d dl#m$Z$ d dl%m&Z& d dl'm(Z( d dl)m*Z*m+Z+ d dl,m-Z-m.Z. d dl%m/Z/ ed	\Z0Z1Z2d
d Z3dd Z4dd Z5dd Z6dd Z7dd Z8dd Z9dd Z:dd Z;dd Z<dd Z=d d! Z>d"d# Z?d$d% Z@d&d' ZAd(d) ZBd*d+ ZCd,d- ZDd.d/ ZEd0d1 ZFd2d3 ZGd4d5 ZHd6d7 ZId8d9 ZJd:d; ZKd<S )=    )pioosymbolsRationalIntegerGoldenRatio
EulerGammaCatalanLambdaDummySEqNeLeLtGtGeMod)	PiecewisesincosAbsexpceilingsqrtsinhcoshtanhasinacosacoshMaxMin)raises)JavascriptCodePrinter)implemented_function)IndexedBaseIdx)MatrixMatrixSymboljscodezx,y,zc                   C   s   t ttdksJ d S )NMath.abs(x))r+   r   x r.   r.   N/var/www/auris/lib/python3.9/site-packages/sympy/printing/tests/test_jscode.pytest_printmethod   s    r0   c                   C   sF   t ttdksJ t td dks(J t ttjd  dksBJ d S )NzMath.sqrt(x)g      ?   zMath.cbrt(x))r+   r   r-   r   ZOner.   r.   r.   r/   test_jscode_sqrt   s    r2   c                  C   s   t dttdt } ttd dks(J tttd  dks@J td| td ttt    td t  dkstJ ttd	 d
ksJ d S )Ng   r1   zMath.pow(x, 3)zMath.pow(x, Math.pow(y, 3))   g      @z;Math.pow(3.5*2*x, -x + Math.pow(y, x))/(Math.pow(x, 2) + y)g      z1/x)r%   r
   r-   r+   y)r3   r.   r.   r/   test_jscode_Pow   s    *r7   c                   C   sJ   t tddksJ t tdks$J t tdks4J t t dksFJ d S )Nr5   zMath.EzMath.PIzNumber.POSITIVE_INFINITYzNumber.NEGATIVE_INFINITY)r+   r   r   r   r.   r.   r.   r/   test_jscode_constants_mathh$   s    r8   c                   C   s^   t dt dtd ksJ t dt dtd ks<J t dt dtd ksZJ d S )Nr4   z#var GoldenRatio = %s;
2*GoldenRatio   zvar Catalan = %s;
2*Catalanz!var EulerGamma = %s;
2*EulerGamma)r+   r   evalfr	   r   r.   r.   r.   r/   test_jscode_constants_other+   s    r;   c                   C   s\   t tdddksJ t tdddks,J t tdddksBJ t td	ddksXJ d S )
Nr1      z3/7   	   2z-3/7)r+   r   r.   r.   r.   r/   test_jscode_Rational3   s    rB   c                   C   s   t tttdksJ t tttdks,J t tttdksBJ t tttdksXJ t tttdksnJ t tttdksJ d S )Nzx == yzx != yzx <= yzx < yzx > yzx >= y)	r+   r   r-   r6   r   r   r   r   r   r.   r.   r.   r/   test_Relational:   s    rC   c                  C   s   t tttdksJ t tttt dks0J tddd\} }t t| |dksVJ t t| |d dkspJ t td	d
dddksJ t t| | dksJ t tt| | dksJ d S )Nz((x % y) + y) % yz#((x % (x + y)) + (x + y)) % (x + y)zp1 p2T)Zpositivezp1 % p2r1   zp1 % (p2 + 3)rA   r@   F)evaluatez(-3) % (-7)z
-(p1 % p2)zx*(p1 % p2))r+   r   r-   r6   r   )p1p2r.   r.   r/   test_ModC   s    rG   c                   C   s,   t tddksJ t tddks(J d S )NC   Z67z-1)r+   r   r.   r.   r.   r/   test_jscode_IntegerN   s    rJ   c                   C   s   t tttt dksJ t tttt dks8J t tttttt dksXJ t t	tt
t dkstJ t tttt dksJ d S )Nz"Math.pow(Math.sin(x), Math.cos(x))zMath.sinh(x)*Math.cosh(x)zMath.max(x, y) + Math.min(x, y)zMath.tanh(x)*Math.acosh(y)z-Math.acos(y) + Math.asin(x))r+   r   r-   r   r   r   r!   r6   r"   r   r    r   r   r.   r.   r.   r/   test_jscode_functionsS   s
     rK   c                  C   s   t d} tdt| d|  }t|| dks0J tdt| d|  t }t|| dtd ksfJ td}tdt d	d
d}tdt| | d|   d|   }t||| || ddksJ d S )Nr-   r3   r4   z2*xzvar Catalan = %s;
2*x/Catalanr9   AinTintegerr5   Z	assign_toz@for (var i=0; i<n; i++){
   A[i] = (A[i] + 1)*(A[i] + 2)*A[i];
})r   r%   r
   r+   r	   r:   r&   r'   )r-   r3   rL   rM   r.   r.   r/   test_jscode_inline_function[   s     rR   c                   C   s,   t ttdksJ t ttdks(J d S )NzMath.ceil(x)r,   )r+   r   r-   r   r.   r.   r.   r/   test_jscode_exceptionsk   s    rS   c                   C   s   t tt@ dksJ t ttB dks(J t t dks:J t tt@ t@ dksRJ t ttB tB dksjJ t tt@ tB dksJ t ttB t@ dksJ d S )Nzx && yzx || yz!xzx && y && zzx || y || zzz || x && yzz && (x || y))r+   r-   r6   zr.   r.   r.   r/   test_jscode_booleanp   s    rU   c                     s   t ttdk ftd df t } d}| |ks2J t dddksFJ t ttdk ftd tdkftttdkf tt fd	d
 d S )Nr5   r4   Tz,((x < 1) ? (
   x
)
: (
   Math.pow(x, 2)
))crQ   z8if (x < 1) {
   c = x;
}
else {
   c = Math.pow(x, 2);
}r   c                      s   t  S )Nr*   r.   exprr.   r/   <lambda>       z'test_jscode_Piecewise.<locals>.<lambda>)r   r-   r+   r   r#   
ValueErrorpsr.   rW   r/   test_jscode_Piecewisez   s    	
,r_   c                  C   s6   t dtttdk ftd df } d}| |ks2J d S )Nr4   r5   Tz.2*((x < 1) ? (
   x
)
: (
   Math.pow(x, 2)
)))r+   r   r-   r\   r.   r.   r/   test_jscode_Piecewise_deep   s    "	r`   c                   C   s   t tdd  d S )Nc                   S   s   t ttddS )Ngarbage)method)r+   r   r-   r.   r.   r.   r/   rY      rZ   z&test_jscode_settings.<locals>.<lambda>)r#   	TypeErrorr.   r.   r.   r/   test_jscode_settings   s    rd   c            
      C   s   t ddd\} }}td| td|td|  }}}t }t |_td| }||dks`J td	||f }||d
|| |  ksJ td|||f }	||	d|| | ||  |  ksJ |jt ksJ d S )Nzn m oTrO   rM   jkr-   zx[j]rL   zA[%s]BzB[%s])r   r'   r$   setZ_not_cr&   Z_print_Indexed)
rN   morM   re   rf   r]   r-   rL   rg   r.   r.   r/   test_jscode_Indexed   s    "*rk   c            	      C   sp   t ddd\} }td}td}td}td|}td| }d	}t|||f ||  || d
}||kslJ d S )Nn mTrO   rL   r-   r6   rM   re   zfor (var i=0; i<m; i++){
   y[i] = 0;
}
for (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      y[i] = A[n*i + j]*x[j] + y[i];
   }
}rQ   r   r&   r'   r+   )	rN   ri   rL   r-   r6   rM   re   r^   rV   r.   r.   r/   test_jscode_loops_matrix_vector   s    


 rn   c                  C   sd   t ddtd\} }td}td}t| |} d| jj|jd }t||  ||  d}||ks`J d S )	Nzi mT)rP   clsr-   r6   zlfor (var i_%(icount)i=0; i_%(icount)i<m_%(mcount)i; i_%(icount)i++){
   y[i_%(icount)i] = x[i_%(icount)i];
})ZicountZmcountrQ   )r   r   r&   r'   labelZdummy_indexr+   )rM   ri   r-   r6   expectedcoder.   r.   r/   test_dummy_loops   s    
rs   c            
      C   s   t ddd\} }td}td}td}td}td|}td	| }d
}t|||f ||  ||  ||  || d}	|	|ksJ d S )Nrl   TrO   rL   r-   r6   rT   rM   re   zfor (var i=0; i<m; i++){
   y[i] = x[i] + z[i];
}
for (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      y[i] = A[n*i + j]*x[j] + y[i];
   }
}rQ   rm   )
rN   ri   rL   r-   r6   rT   rM   re   r^   rV   r.   r.   r/   test_jscode_loops_add   s    


0rt   c                  C   s   t ddd\} }}}td}td}td}td|}td| }td	|}	td
|}
d||  | | || |  |	|  |
 || | |	|  |
 f d }t|||	|
f ||||	|
f  || d}||ksJ d S )Nn m o pTrO   abr6   rM   re   rf   lzfor (var i=0; i<m; i++){
   y[i] = 0;
}
for (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      for (var k=0; k<o; k++){
         for (var l=0; l<p; l++){
            y[i] = a[%s]*b[%s] + y[i];
         }
      }
   }
}rQ   rm   )rN   ri   rj   r]   rv   rw   r6   rM   re   rf   rx   r^   rV   r.   r.   r/   'test_jscode_loops_multiple_contractions   s     



>*rz   c                  C   s  t ddd\} }}}td}td}td}td}td|}td	| }	td
|}
td|}d||  | | |	| |  |
|  | ||  | | |	| |  |
|  | |	| | |
|  | f d }t|||	|
|f |||	|
|f  ||	|
|f  || d}||ksJ d S )Nru   TrO   rv   rw   rV   r6   rM   re   rf   rx   zfor (var i=0; i<m; i++){
   y[i] = 0;
}
for (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      for (var k=0; k<o; k++){
         for (var l=0; l<p; l++){
            y[i] = (a[%s] + b[%s])*c[%s] + y[i];
ry   rQ   rm   )rN   ri   rj   r]   rv   rw   rV   r6   rM   re   rf   rx   r^   r.   r.   r/   test_jscode_loops_addfactor  s"    



d:r{   c                  C   s  t ddd\} }}}td}td}td}td}td|}td	| }	td
|}
d}d||  | |	|  |
  d }d|| |
  d }d||  |	  d }t||	 |||	f  ||
 |||
f   ||	 ||
  |||	|
f   || d}||| | |d d  ks||| | |d d  ks||| | |d d  ks||| | |d d  ks||| | |d d  ks||| | |d d  ksJ d S )Nru   TrO   rv   rw   rV   r6   rM   re   rf   z(for (var i=0; i<m; i++){
   y[i] = 0;
}
z|for (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      for (var k=0; k<o; k++){
         y[i] = b[j]*b[k]*c[%s] + y[i];
z      }
   }
}
zUfor (var i=0; i<m; i++){
   for (var k=0; k<o; k++){
      y[i] = a[%s]*b[k] + y[i];
z   }
}
zUfor (var i=0; i<m; i++){
   for (var j=0; j<n; j++){
      y[i] = a[%s]*b[j] + y[i];
rQ   rI   rm   )rN   ri   rj   r]   rv   rw   rV   r6   rM   re   rf   s0s1s2Zs3r.   r.   r/    test_jscode_loops_multiple_terms*  sT    





Jr   c                  C   s  t tt tdt tdkftdfttg} tddd}t| |dksJJ td|d  tdkf|d dft|d	  |d
  }t|dksJ tddd}tddd}t t|d	 dt|d g|d	 |d  |d dgd|d  |d	  t	|d
 d dgg}t||dksJ d S )Nr4   r   TrL   r1   r5   zUA[0] = x*y;
if (y > 0) {
   A[1] = x + 2;
}
else {
   A[1] = y;
}
A[2] = Math.sin(z);)r4   r   )r5   r   r   r   z?((x > 0) ? (
   2*A[2]
)
: (
   A[2]
)) + Math.sin(A[1]) + A[0]q   M)r1   r   )   r   r   zM[0] = Math.sin(q[1]);
M[1] = 0;
M[2] = Math.cos(q[2]);
M[3] = q[1] + q[2];
M[4] = q[3];
M[5] = 5;
M[6] = 2*q[4]/q[1];
M[7] = Math.sqrt(q[0]) + 4;
M[8] = 0;)
r(   r-   r6   r   r   rT   r)   r+   r   r   )matrL   rX   r   r   ri   r.   r.   r/   test_Matrix_printingZ  s$    ,
6$r   c                  C   sx   t ddd} t ddd}t ddd}t| d dks8J td| d  dksPJ |d || | }t|d	kstJ d S )
NrL   r5   r1   rg   Cr   zA[0]z3*A[0]z
(A - B)[0])r)   r+   subs)rL   rg   r   Fr.   r.   r/   test_MatrixElement_printing  s    r   N)LZ
sympy.corer   r   r   r   r   r   r   r	   r
   r   r   r   r   r   r   r   r   r   Zsympy.functionsr   r   r   r   r   r   r   r   r   r   r   r   r    r!   r"   Zsympy.testing.pytestr#   Zsympy.printing.jscoder$   Zsympy.utilities.lambdifyr%   Zsympy.tensorr&   r'   Zsympy.matricesr(   r)   r+   r-   r6   rT   r0   r2   r7   r8   r;   rB   rC   rG   rJ   rK   rR   rS   rU   r_   r`   rd   rk   rn   rs   rt   rz   r{   r   r   r   r.   r.   r.   r/   <module>   sB   PD		
0(