
Format of complex number in Python - Stack Overflow
Nov 15, 2012 · 3 0j is an imaginary literal which indeed indicates a complex number rather than an integer or floating-point one. The +-0 ("signed zero") is a result of Python's conformance to IEEE 754 …
Converting Python complex string output like (-0-0j) into an equivalent ...
In Python, I'd like a good way to convert its complex number string output into an equivalent string representation which, when interpreted by Python, gives the same value. Basically I'd like funct...
types - Complex numbers in python - Stack Overflow
Dec 3, 2011 · Are complex numbers a supported data-type in Python? If so, how do you use them?
Square root of complex numbers in python - Stack Overflow
A complex number with a negative zero imaginary component gets repr esented as 0.2-0j, but the expression 0.2-0j is actually a subtraction of 0.2 and 0j. The subtraction produces a positive zero …
python - Numbers ending with j - Stack Overflow
May 7, 2014 · I tried to compute the eigenvectors of a matrix with scipy. The results where some numbers like this one: -3.47686396e-01+0.j. What does the j stand for and mean? i.e. how to …
How do not show imaginary part (0j) if the number is real in Python?
May 28, 2022 · I would like to display numbers, such that if the number is real only the real part is displayed. (don't show the 0j) If it is imaginary, so show only the imaginary part.
Square root of number python - Stack Overflow
Jan 4, 2015 · Here's my code: import cmath root = (cmath.sqrt(25)) print (root) raw_input() The problem i face is the result of root is 5+0j which is undesirable i only want the square root. How can i fix this?
python - set very low values to zero in numpy - Stack Overflow
In numpy I have an array like [0 + 0.5j, 0.25 + 1.2352444e-24j, 0.25+ 0j, 2.46519033e-32 + 0j] what is the fastest and easiest way to set the super low value to zero to get [0 + 0.5j, 0.25 +...
Why does (inf + 0j)*1 evaluate to inf + nanj? - Stack Overflow
Sep 20, 2019 · 98 The 1 is converted to a complex number first, 1 + 0j, which then leads to an inf * 0 multiplication, resulting in a nan.
Is "$a + 0i$" in every way equal to just "$a$"?
Aug 10, 2014 · >>> 1 + 0j == 1 True Mathematically, $1 + 0i$ and $1$ are the same. We can interchange the two in any operation (at least any operation where complex numbers make sense), …