division by zero
Słownik matematycznydivision by zero rzeczownik
Dodatkowe przykłady dopasowywane są do haseł w zautomatyzowany sposób - nie gwarantujemy ich poprawności.
Division by zero is a common bug in computer programming.
Division by zero is not a form of arithmetic overflow.
Division by zero is the most common example.
Gave a proof for division by zero being infinity.
Division by zero is forbidden by all the laws of the universe.
The most famous example is that division by zero is undefined.
In that case the iteration should be bypassed; otherwise, division by zero may result.
Since division by zero is undefined, the argument is invalid.
Some may be zero, but not all of them (since division by zero is not allowed).
In particular, division by zero is meaningful.
"Maybe they thought that division by zero was the simplest, most basic- that's why it was so pervasive.
Division by zero is never allowed: x/0 is undefined.
Division by zero must be left undefined in any mathematical system that obeys the axioms of a field.
Division by zero may also refer to:
An exceptional condition such as division by zero would abort the program yielding only a hexadecimal core dump.
"Division by Zero" (originally published in Full Spectrum 3)
Division by zero is a term used in mathematics if the divisor (denominator) is zero.
Integer division by zero is usually handled differently from floating point since there is no integer representation for the result.
In mathematics, division by zero is division where the divisor (denominator) is zero.
Under the standard rules for arithmetic on integers, rational numbers, real numbers, and complex numbers, division by zero is undefined.
Division by Zero is the second full-length album from psychedelic trance producers Hux Flux.
It is generally regarded among mathematicians that a natural way to interpret division by zero is to first define division in terms of other arithmetic operations.
Taken from brand new album Independent Harmony by the great progressive metal polish band Division By Zero!
His rules for arithmetic on negative numbers and zero are quite close to the modern understanding, except that in modern mathematics division by zero is left undefined.
Although division by zero cannot be sensibly defined with real numbers and integers, it is possible to consistently define it, or similar operations, in other mathematical structures.