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Terms for subject Mathematics containing The Small | all forms | exact matches only | in specified order only
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a solution in the smallрешение в малом
all terms not linear in the small quantities are deletedопускать
all terms not linear in the small quantities are deletedвычёркивать
construct the asymptotics for small aстроить асимптотику для малых a
fragmentation experiments for the evaluation of the small-size debris populationsэксперименты по
from the proposition one can see how small F z becomes after applying the algorithm n timesможно видеть, как мало F z после n-кратного применения алгоритма
from the proposition one can see how small f z, n becomes after applying the algorithm n timesиз данного утверждения можно видеть, как мало f z, n после n-кратного применения алгоритма
here we determine the precise asymptotic behavior of these small eigenvaluesасимптотическое поведение
if the length of b is smallальтернативно
in a sufficiently small neighborhood of the point x=0в достаточно малой окрестности точки x=0
in the smallв малом
... no matter how small the damping forces may beне важно ...
not linear in the small quantitiesне линейный по малым величинам
small increment of the argumentмалое приращение аргумента
sufficiently small ball centered at the origin of Rnдостаточно малый шар с центром в начале координат
the ancient Greek philosophers reasoned that matter was made up of infinitely small particlesматерия состоит из бесконечно малых частиц
the contributions of or from the higher terms are smallвклад членов более высокого порядка мал
the equation applied at a small aуравнение действительно при малых значениях параметра а (or The equation holds for small a.)
the first term of the an expansion in small parameterпо малому параметру
the local displacements must remain as small as we please after a sufficiently small initial disturbanceначальные возмущения
the problem of finding all small solutions of 1 reduces to the equivalent problem ofсводиться к эквивалентной задаче
the strain that can be imposed is smallнебольшая деформация
theorem 1 shows that the active Jordan form is robust under small perturbations to the problemвозмущение
this type of uniqueness holds for 2.6, within the framework of small finite deflection theoryэтот тип единственности имеет место для модели 2.6 в рамках теории малых конечных отклонений
under nondegeneracy conditions, we show that the multiplicities remain unchanged under small perturbations of the problemусловие невырожденности