additive constant उदाहरण वाक्य
उदाहरण वाक्य
- Since additive constant terms in objective functions do not affect optimal decisions, the term 1 in the numerator can be, and usually is, omitted ( except when establishing the limiting case of \ ln ( c ) as below ).
- This 2007 result by Mikhail Katz, Mary Schaps, and Uzi Vishne improves an inequality due to Peter Sarnak and Peter Buser in the case of arithmetic groups defined over \ mathbb { Q }, from 1994, which contained a nonzero additive constant.
- (Of course, the condition that " b " be the negative of the gradient of ? only determines ? up to an additive constant; this constant may be chosen so that exp ( & minus; 2? ( ?) ) is a probability density function with integral 1 .)
- The generalization of this equation is Clausius theorem, which suggests the existence of a state function " S " ( i . e ., a function which depends only on the state of the system, not on how it reached that state ) defined ( up to an additive constant ) by
- As our electric potential article explains : " The potential energy and hence also the electric potential is only defined up to an additive constant : one must arbitrarily choose a position where the potential energy and the electric potential are zero . " talk ) 19 : 17, 1 September 2010 ( UTC)
- Because of the ambiguity of ? up to the addition of any integer multiple of 2?, any continuous choice of ? on U will suffice to define an antiderivative of 1 / z on U . ( It is the fact that ? cannot be defined continuously on a simple closed curve containing the origin in its interior that is the root of why 1 / z has no antiderivative on its entire domain !-{ 0 } . ) And because the derivative of an additive constant is 0, any constant may be added to the antiderivative and it's still an antiderivative of 1 / z.