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| # | Exception |
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| 1 |
TypeError : bad operand type for unary -: list
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| 2 |
RecursionError : maximum recursion depth exceeded
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| 3 |
TypeError : cannot determine truth value of Relational: 2*x**2 < 2*C1*x**2
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| 4 |
TypeError : NoneType object is not subscriptable
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| 5 |
ValueError : Expected Expr or iterable but got None
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| 6 |
TypeError : property object is not iterable
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| 7 |
TypeError : cannot determine truth value of Relational: -1 < 3*x**3
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| 8 |
TypeError : cannot determine truth value of Relational: -1 < x**3
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| 9 |
TypeError : < not supported between instances of NoneType and Zero
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| 10 |
IndexError : list index out of range
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| 11 |
AssertionError : [False]
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| 12 |
KeyError : _y
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| 13 |
AttributeError : LazyExceptionMessage object has no attribute startswith
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| 14 |
TypeError : cannot determine truth value of Relational: -1 < exp(2*_X0*I/x)
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| 15 |
ValueError : x + sin(y(x))**2*tan(y(x)) is not a solvable differential equation in y(x)
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| 16 |
KeyError : ordered_hints
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| 17 |
TypeError : cannot determine truth value of Relational: -4*x/(exp(2*_X0*I/x) + 2*exp(_X0*I/x) + 1) -
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| 18 |
TypeError : < not supported between instances of NoneType and y
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| 19 |
NonlinearError : nonlinear term: sqrt(-a*b)
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| 20 |
TypeError : cannot determine truth value of Relational: -1 < x
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| 21 |
TypeError : cannot determine truth value of Relational: -1 < 2*b
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| 22 |
TypeError : cannot determine truth value of Relational: -1 < 4*x
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| 23 |
TypeError : cannot determine truth value of Relational: 2 < -x**2
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| 24 |
TypeError : cannot determine truth value of Relational: -a*x/_bivariate-cov + b*x/_bivariate-cov < 2
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| 25 |
TypeError : Symbol object cannot be interpreted as an integer
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| 26 |
TypeError : Add object cannot be interpreted as an integer
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| 27 |
TypeError : invalid input: -a
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| 28 |
TypeError : invalid input: a
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| 29 |
TypeError : invalid input: 1 - 2*n
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| 30 |
TypeError : invalid input: 1 - a
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| 31 |
TypeError : invalid input: 2*a + 1
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| 32 |
TypeError : invalid input: 1 - a1
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| 33 |
TypeError : invalid input: 1 - 2*a
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| 34 |
TypeError : invalid input: 2*a
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| 35 |
TypeError : cannot determine truth value of Relational: _X0**2 < 2
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| 36 |
ODEMatchError : nth_linear_constant_coeff_undetermined_coefficients solver cannot solve: nan
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| 37 |
TypeError : cannot determine truth value of Relational: 2*t**2 < 2*C1*t**2
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| 38 |
TypeError : cannot determine truth value of Relational: 2*x**2*asinh(x/_X0) < 2*C1*x**2
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| 39 |
TypeError : cannot determine truth value of Relational: 2 < _X0**2
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| 40 |
Series solution not supported for ode of order > 2
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| 41 |
TypeError : argument of type Mul is not iterable
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| 42 |
ValueError : Rational Solution doesnt exist
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| 43 |
TypeError : cannot determine truth value of Relational: x > _n + 1
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| 44 |
TypeError : argument of type NegativeOne is not iterable
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| 45 |
IndexError : tuple index out of range
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| 46 |
TypeError : < not supported between instances of NoneType and x
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| 47 |
TypeError : cannot determine truth value of Relational: n > 1
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| 48 |
TypeError : invalid input: 1 - (-21 + 4*sqrt(5))/(-1 + 2*sqrt(5))
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| 49 |
TypeError : cannot determine truth value of Relational: -exp(2*_X0*I/x) < -1
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| 50 |
TypeError : cannot determine truth value of Relational: 2*x < -4*x/(exp(2*_X0*I/x) + 2*exp(_X0*I/x)
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| 51 |
IndexError : Index out of range: a[1]
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| 52 |
TypeError : Invalid NaN comparison
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| 53 |
TypeError : Mul object cannot be interpreted as an integer
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| 54 |
TypeError : cannot determine truth value of Relational: _n < x
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| 55 |
TypeError : cannot determine truth value of Relational: x > _n + 2
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| 56 |
TypeError : invalid input: 1 - v
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| 57 |
TypeError : invalid input: 1 - b/a
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| 58 |
TypeError : cannot determine truth value of Relational: _n + 2 > x
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| 59 |
TypeError : invalid input: 2*a + b
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| 60 |
NotInvertible : zero divisor
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| 61 |
KeyError : Derivative(y(t), (t, 2))
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| 62 |
KeyError : Derivative(y(t), t)
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| 63 |
ValueError : substitution cannot create dummy dependencies
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| 64 |
KeyError : F2_
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| 65 |
AttributeError : list object has no attribute func
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| 66 |
TypeError : argument of type Pow is not iterable
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| 67 |
ZeroDivisionError : polynomial division
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| 68 |
HeuristicGCDFailed : no luck
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| 69 |
TypeError : invalid input: 1 - n
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| 70 |
TypeError : cannot determine truth value of Relational: 18*C1*x**6 < 18*x**6
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| 71 |
TypeError : Invalid comparison of non-real 1 + sqrt(7)*I
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| 72 |
TypeError : cannot determine truth value of Relational: _n + 2 > t
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| 73 |
TypeError : exp takes exactly 1 argument (2 given)
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| 74 |
ValueError : function with different numbers of args
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| 75 |
OverflowError : mpz too large to convert to float
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| 76 |
TypeError : cannot determine truth value of Relational: x**2 < -1
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| 77 |
PolynomialError : non-commutative expressions are not supported
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| 78 |
TypeError : cannot determine truth value of Relational: -1 < t
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| 79 |
TypeError : cannot determine truth value of Relational: 18*C1*t**6 < 18*t**6
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| 80 |
TypeError : cannot determine truth value of Relational: t > t
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| 81 |
ValueError : It solves only those systems of equations whose orders are equal
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| 82 |
TypeError : invalid input: 1 - 2*p
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| 83 |
TypeError : invalid input: 2*n + 1
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| 84 |
ValueError : The function cannot be automatically detected for nan.
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| 85 |
TypeError : cannot determine truth value of Relational: _X0*(-288*t**3 + 864*t**2 - 864*t + 288) < -72*C1**2*t**3 + 216*C1**2*t**2 - 216*C1**2*t + 72*C1**2 + 32*t**6 - 192*t**5 + 480*t**4 - 640*t**3 + 480*t**2 - 192*t + 32
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| 86 |
ValueError : Input to the funcs should be a list of functions.
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| 87 |
TypeError : cannot determine truth value of Relational: 2 < 4*sqrt(4*_lambda_ + 1)
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| 88 |
ValueError : sec(y(x)) is not a solvable differential equation in y(x)
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| 89 |
NotAlgebraic : Integral(5/4, (t, 0)) does not seem to be an algebraic element
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| 90 |
ValueError : Exceeds the limit (4300 digits) for integer string conversion; use sys.set_int_max_str_digits() to increase the limit
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| 91 |
AssertionError :
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| 92 |
ValueError : Invalid boundary conditions for Derivatives
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| 93 |
ValueError : ODE -5*sqrt(x) - x*Derivative(y(x), x) - y(x) + Derivative(y(x), (x, 2)) does not match
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| 94 |
ValueError : ODE x*y(x) + x*Derivative(y(x), (x, 2)) - 2*x + 2*Derivative(y(x), x) does not match hi
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| 95 |
ValueError : ODE -4*x**2 + (1 - x)*Derivative(y(x), (x, 2)) + (2 - 4*x)*Derivative(y(x), x) - y(x) d
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| 96 |
KeyError : Derivative(z(t), t)
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| 97 |
TypeError : cannot unpack non-iterable Dummy object
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| 98 |
ValueError : ODE x**3*(1 - x**2)*Derivative(y(x), (x, 2)) + x*y(x) + (2*x - 3)*Derivative(y(x), x) d
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| 99 |
ValueError : ODE x**2*Derivative(y(x), (x, 2)) + (1 - x)*Derivative(y(x), x) + 2*y(x) does not match
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| 100 |
ValueError : Invalid boundary conditions for Function
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| 101 |
TypeError : cannot determine truth value of Relational: -1 < x*exp(_X0/x)
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| 102 |
ValueError : ODE x**2*Derivative(y(x), (x, 2)) - 2*y(x) + sin(x)*Derivative(y(x), x) does not match
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| 103 |
ValueError : ODE -x**3 + x**2*Derivative(y(x), x) + 2*x*y(x) + x + Derivative(y(x), (x, 2)) - 3 does
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| 104 |
TypeError : cannot determine truth value of Relational: -1 < 2*x**2
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| 105 |
TypeError : Half object cannot be interpreted as an integer
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| 106 |
TypeError : cannot determine truth value of Relational: _n < t
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| 107 |
ValueError : ODE Derivative(y(t), (t, 2)) + (1 - t)*Derivative(y(t), t)/t + (1 - cos(t))*y(t)/t**3 d
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| 108 |
ValueError : ODE Derivative(y(t), (t, 2)) + Derivative(y(t), t)/t + (1 - t)*y(t)/t**3 does not match
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| 109 |
NotAlgebraic : Integral(1, (t, 0)) does not seem to be an algebraic element
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| 110 |
NotAlgebraic : Integral(-1, (t, 0)) does not seem to be an algebraic element
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| 111 |
NotAlgebraic : Integral(1, (t_, 0)) does not seem to be an algebraic element
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| 112 |
NotAlgebraic : Integral(-1, (t_, 0)) does not seem to be an algebraic element
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