h.ex
来自「强大的数学工具包」· EX 代码 · 共 90 行
EX
90 行
* * * * * * * * ^ * * * * * * * * "exponentiation" "^" is the operator for the exponentiation b^e. b must be an expression whose value is an element of Z, Q, R, C or Z/mZ, GF(p^n), an algebraic number, a polynomial over Z, Q, Z/mZ, GF(p^n),a number field, R or C, a rational function or a square matrix over these structures, if possible. e must be an expression whose value is a single precision number, a rational number with single precision numerator and denominator or a floating point number. If b is an element of Z, Q or R, e may be an integer, a rational number or a real number; if e is a real number, b must be nonnegative. If b is an element of C, e must be an integer or a rational number of the form (s/2^t). If b is an element of Z/mZ, e must be a rational number of the form (s/2^t). If the modulus m is greater than 2^30, m must be a prime, but this primality is not tested. If b is an element of Z/mZ, e can be an arbitrarily large integer. If b is an element of GF(p^n), an algebraic number, a polynomial over Z or Q or a rational function, e must be an integer. If b is a polynomial over Z/mZ, GF(p^n), a number field, R or C, e must be a nonnegative integer. If b is a matrix, e must be an integer; if e is negative, the matrix b must be invertible. Example 1: (correct) (2 * gcd(2, 3 * 12) -4)^(1/3 + 2 * lcm(1234,4563)) Example 2: (correct) (1/7) ^ (-1/8) Example 3: (correct) 2.3 ^ (-10) Example 4: (correct) NF(A-2) ^ (-3) Example 5: (correct) MOD(5) ^ (1/8) Example 6: (incorrect) (2*gcd(2,3*12)-4)^-123456789015 _ERR_NR_237 Example 7: (incorrect) 2^((2^31)/(3^10))_ERR_NR_238 Example 8: (correct) (x*y*z + y - x -1)^(-10) Example 9: (correct) {{1/x, 2/(x + 1)} {x/(y^3 + y + 1/2), -3}}^2 Example 10: (incorrect) {{1, 2} {2, 4}}^-5_ERR_NR_076
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