Lines Matching +refs:c +refs:pz
244 -log(x**2+x-c)-4),x);
248 e *(sqrt(4*c*e - 4*c + e ) - e )
254 - e *(sqrt(4*c*e - 4*c + e ) + e )
349 solve((sin x-a)*(2**x-b)*(x**c-3),x);
360 1/c 2*arbint(4)*pi 2*arbint(4)*pi
362 c c
372 solve((sin x-a)*(2**x-b)*(x**c-3),x);
377 1/c
441 yy(1) := -a**2*b**3-3*a**2*b**2-3*a**2*b+a**2*(xx(3)-2)-a*b-a*c+a*(xx(2)
449 - 3*a *b - 3*a *b - 2*a - a*b - a*c - 1
452 yy(2) := -a*b**3-b**5+b**4*(-xx(4)-xx(5)+xx(1)-5)-b**3*c+b**3*(xx(2)
460 - b - 5*b - b*c - 3*b - 1)
463 yy(3) := -a*b**3*c-3*a*b**2*c-4*a*b*c+a*b*(-xx(4)-xx(5)+xx(1)-1)
464 +a*c*(xx(3)-1)-b**2*c-b*c**2+b*c*(xx(2)-xx(5));
467 yy(3) := - xx(5)*a*b - xx(5)*b*c - xx(4)*a*b + xx(3)*a*c + xx(2)*b*c
470 + xx(1)*a*b - a*b *c - 3*a*b *c - 4*a*b*c - a*b - a*c - b *c - b*c
473 yy(4) := -a**2-a*c+a*(xx(2)-xx(4)-2*xx(5)+xx(1)-1)-b**4-b**3*c-3*b**3
474 -3*b**2*c-2*b**2-2*b*c+b*(xx(3)-xx(2)-xx(4)+xx(1)-2)
475 +c*(xx(3)-1);
478 yy(4) := - 2*xx(5)*a - xx(4)*a - xx(4)*b + xx(3)*b + xx(3)*c + xx(2)*a
481 - xx(2)*b + xx(1)*a + xx(1)*b - a - a*c - a - b - b *c - 3*b
484 - 3*b *c - 2*b - 2*b*c - 2*b - c
487 yy(5) := -2*a-3*b**3-9*b**2-11*b-2*c+3*xx(3)+2*xx(2)-xx(4)-3*xx(5)+xx(1)
494 - 11*b - 2*c - 4
503 xx(2)=arbcomplex(10) + a + b + c,
1523 solve({ -b*k8/a+c*k8/a, -b*k11/a+c*k11/a,
1524 -b*k10/a+c*k10/a+k2,
1525 -k3-b*k9/a+c*k9/a, -b*k14/a+c*k14/a, -b*k15/a+c*k15/a,
1526 -b*k18/a+c*k18/a-k2, -b*k17/a+c*k17/a, -b*k16/a+c*k16/a+k4,
1527 -b*k13/a+c*k13/a-b*k21/a+c*k21/a+b*k5/a-c*k5/a,
1528 b*k44/a-c*k44/a, -b*k45/a+c*k45/a, -b*k20/a+c*k20/a,
1529 -b*k44/a+c*k44/a, b*k46/a-c*k46/a,
1530 b**2*k47/a**2-2*b*c*k47/a**2+c**2*k47/a**2,
1531 k3, -k4, -b*k12/a+c*k12/a-a*k6/b+c*k6/b,
1532 -b*k19/a+c*k19/a+a*k7/c-b*k7/c, b*k45/a-c*k45/a,
1533 -b*k46/a+c*k46/a, -k48+c*k48/a+c*k48/b-c**2*k48/(a*b),
1534 -k49+b*k49/a+b*k49/c-b**2*k49/(a*c), a*k1/b-c*k1/b,
1535 a*k4/b-c*k4/b, a*k3/b-c*k3/b+k9, -k10+a*k2/b-c*k2/b,
1536 a*k7/b-c*k7/b, -k9, k11, b*k12/a-c*k12/a+a*k6/b-c*k6/b,
1537 a*k15/b-c*k15/b, k10+a*k18/b-c*k18/b,
1538 -k11+a*k17/b-c*k17/b, a*k16/b-c*k16/b,
1539 -a*k13/b+c*k13/b+a*k21/b-c*k21/b+a*k5/b-c*k5/b,
1540 -a*k44/b+c*k44/b, a*k45/b-c*k45/b,
1541 a*k14/c-b*k14/c+a*k20/b-c*k20/b, a*k44/b-c*k44/b,
1542 -a*k46/b+c*k46/b, -k47+c*k47/a+c*k47/b-c**2*k47/(a*b),
1543 a*k19/b-c*k19/b, -a*k45/b+c*k45/b, a*k46/b-c*k46/b,
1544 a**2*k48/b**2-2*a*c*k48/b**2+c**2*k48/b**2,
1545 -k49+a*k49/b+a*k49/c-a**2*k49/(b*c), k16, -k17,
1546 -a*k1/c+b*k1/c, -k16-a*k4/c+b*k4/c, -a*k3/c+b*k3/c,
1547 k18-a*k2/c+b*k2/c, b*k19/a-c*k19/a-a*k7/c+b*k7/c,
1548 -a*k6/c+b*k6/c, -a*k8/c+b*k8/c, -a*k11/c+b*k11/c+k17,
1549 -a*k10/c+b*k10/c-k18, -a*k9/c+b*k9/c,
1550 -a*k14/c+b*k14/c-a*k20/b+c*k20/b,
1551 -a*k13/c+b*k13/c+a*k21/c-b*k21/c-a*k5/c+b*k5/c,
1552 a*k44/c-b*k44/c, -a*k45/c+b*k45/c, -a*k44/c+b*k44/c,
1553 a*k46/c-b*k46/c, -k47+b*k47/a+b*k47/c-b**2*k47/(a*c),
1554 -a*k12/c+b*k12/c, a*k45/c-b*k45/c, -a*k46/c+b*k46/c,
1555 -k48+a*k48/b+a*k48/c-a**2*k48/(b*c),
1556 a**2*k49/c**2-2*a*b*k49/c**2+b**2*k49/c**2, k8, k11, -k15,
1559 k25+k37, b*k26/a-c*k26/a-k34+k42, -2*k44, k45, k46,
1560 b*k47/a-c*k47/a, k41, k44, -k46, -b*k47/a+c*k47/a,
1561 k12+k24, -k19-k25, -a*k27/b+c*k27/b-k33, k45, -k46,
1562 -a*k48/b+c*k48/b, a*k28/c-b*k28/c+k40, -k45, k46,
1563 a*k48/b-c*k48/b, a*k49/c-b*k49/c, -a*k49/c+b*k49/c,
1566 k27+b*k33/a-c*k33/a, k44, -k46, -b*k47/a+c*k47/a, -k36,
1567 k31-k39-k5, -k32-k38, k19-k37, k26-a*k34/b+c*k34/b-k42,
1568 k44, -2*k45, k46, a*k48/b-c*k48/b, a*k35/c-b*k35/c-k41,
1569 -k44, k46, b*k47/a-c*k47/a, -a*k49/c+b*k49/c, -k40, k45,
1570 -k46, -a*k48/b+c*k48/b, a*k49/c-b*k49/c, k1, k4, k3, -k8,
1572 -k13-k23+k39, -k28+b*k40/a-c*k40/a, k44, -k45, -k27, -k44,
1573 k46, b*k47/a-c*k47/a, k29, k32+k38, k31-k39+k5, -k12+k30,
1574 k35-a*k41/b+c*k41/b, -k44, k45, -k26+k34+a*k42/c-b*k42/c,
1575 k44, k45, -2*k46, -b*k47/a+c*k47/a, -a*k48/b+c*k48/b,
1576 a*k49/c-b*k49/c, k33, -k45, k46, a*k48/b-c*k48/b,
1577 -a*k49/c+b*k49/c },
1636 c
1654 c
1856 l2*s2 + l1 - pz,
1866 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
1869 l1 - 2*l1*pz - l2 + pz
1872 - sqrt( - l1 + 2*l1*pz + l2 - pz )
1877 sqrt(l1 - 2*l1*pz - l2 + px + pz )
1880 sqrt(l1 - 2*l1*pz - l2 + pz )
1882 - l1 + pz
1889 - sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
1892 sqrt(l1 - 2*l1*pz - l2 + pz )
1897 sqrt(l1 - 2*l1*pz - l2 + px + pz )
1900 sqrt(l1 - 2*l1*pz - l2 + pz )
1904 l1 - pz
1909 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
1912 l1 - 2*l1*pz - l2 + pz
1917 - sqrt( - l1 + 2*l1*pz + l2 - pz )
1922 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
1925 l1 - 2*l1*pz - l2 + pz
1928 - sqrt( - l1 + 2*l1*pz + l2 - pz )
1933 sqrt(l1 - 2*l1*pz - l2 + px + pz )
1936 sqrt(l1 - 2*l1*pz - l2 + pz )
1938 - l1 + pz
1945 - sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
1948 sqrt(l1 - 2*l1*pz - l2 + pz )
1953 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
1956 sqrt(l1 - 2*l1*pz - l2 + pz )
1960 - l1 + pz
1965 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
1968 l1 - 2*l1*pz - l2 + pz
1973 sqrt( - l1 + 2*l1*pz + l2 - pz )
1978 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
1981 l1 - 2*l1*pz - l2 + pz
1984 - sqrt( - l1 + 2*l1*pz + l2 - pz )
1989 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
1992 sqrt(l1 - 2*l1*pz - l2 + pz )
1994 - l1 + pz
1999 sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2002 sqrt(l1 - 2*l1*pz - l2 + pz )
2005 sqrt(l1 - 2*l1*pz - l2 + px + pz )
2008 sqrt(l1 - 2*l1*pz - l2 + pz )
2012 - l1 + pz
2017 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2020 l1 - 2*l1*pz - l2 + pz
2025 sqrt( - l1 + 2*l1*pz + l2 - pz )
2030 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2033 l1 - 2*l1*pz - l2 + pz
2036 - sqrt( - l1 + 2*l1*pz + l2 - pz )
2041 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2044 sqrt(l1 - 2*l1*pz - l2 + pz )
2046 - l1 + pz
2051 sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2054 sqrt(l1 - 2*l1*pz - l2 + pz )
2057 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2060 sqrt(l1 - 2*l1*pz - l2 + pz )
2064 l1 - pz
2069 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2072 l1 - 2*l1*pz - l2 + pz
2077 - sqrt( - l1 + 2*l1*pz + l2 - pz )
2082 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2085 l1 - 2*l1*pz - l2 + pz
2088 sqrt( - l1 + 2*l1*pz + l2 - pz )
2093 sqrt(l1 - 2*l1*pz - l2 + px + pz )
2096 sqrt(l1 - 2*l1*pz - l2 + pz )
2098 - l1 + pz
2103 sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2106 sqrt(l1 - 2*l1*pz - l2 + pz )
2109 sqrt(l1 - 2*l1*pz - l2 + px + pz )
2112 sqrt(l1 - 2*l1*pz - l2 + pz )
2116 l1 - pz
2121 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2124 l1 - 2*l1*pz - l2 + pz
2129 sqrt( - l1 + 2*l1*pz + l2 - pz )
2134 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2137 l1 - 2*l1*pz - l2 + pz
2140 sqrt( - l1 + 2*l1*pz + l2 - pz )
2145 sqrt(l1 - 2*l1*pz - l2 + px + pz )
2148 sqrt(l1 - 2*l1*pz - l2 + pz )
2150 - l1 + pz
2155 sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2158 sqrt(l1 - 2*l1*pz - l2 + pz )
2161 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2164 sqrt(l1 - 2*l1*pz - l2 + pz )
2168 - l1 + pz
2173 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2176 l1 - 2*l1*pz - l2 + pz
2181 - sqrt( - l1 + 2*l1*pz + l2 - pz )
2186 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2189 l1 - 2*l1*pz - l2 + pz
2192 sqrt( - l1 + 2*l1*pz + l2 - pz )
2197 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2200 sqrt(l1 - 2*l1*pz - l2 + pz )
2202 - l1 + pz
2209 - sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2212 sqrt(l1 - 2*l1*pz - l2 + pz )
2217 sqrt(l1 - 2*l1*pz - l2 + px + pz )
2220 sqrt(l1 - 2*l1*pz - l2 + pz )
2224 - l1 + pz
2229 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2232 l1 - 2*l1*pz - l2 + pz
2237 - sqrt( - l1 + 2*l1*pz + l2 - pz )
2242 - sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2245 l1 - 2*l1*pz - l2 + pz
2248 sqrt( - l1 + 2*l1*pz + l2 - pz )
2253 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2256 sqrt(l1 - 2*l1*pz - l2 + pz )
2258 - l1 + pz
2265 - sqrt( - l1 + 2*l1*pz + l2 - pz )*sqrt(l1 - 2*l1*pz - l2 + px + pz )
2268 sqrt(l1 - 2*l1*pz - l2 + pz )
2273 - sqrt(l1 - 2*l1*pz - l2 + px + pz )
2276 sqrt(l1 - 2*l1*pz - l2 + pz )
2280 l1 - pz
2285 sqrt( - l1 + 2*l1*pz + l2 - pz )*px
2288 l1 - 2*l1*pz - l2 + pz
2293 sqrt( - l1 + 2*l1*pz + l2 - pz )
2746 solve(a*3^(c*t)+b*3^((c+a)*t),t);