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Find link is a tool written by Edward Betts .
searching for Partial fraction decomposition 6 found (45 total)
alternate case: partial fraction decomposition
Integral of the secant function
(3,906 words)
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1 ( 1 + u ) ( 1 − u ) d u = ∫ 1 2 ( 1 1 + u + 1 1 − u ) d u partial fraction decomposition = 1 2 ( ln | 1 + u | − ln | 1 − u | ) + C = 1 2 ln | 1
Alternant matrix
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{\displaystyle f_{3}} to the other side of the equation gives the partial fraction decomposition A = 1 , B = − 1 {\displaystyle A=1,B=-1} . If n = m {\displaystyle
Operational calculus
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_{n=0}^{\infty }{\frac {a^{n}t^{n}}{n!}}H(t)=e^{at}H(t).} Using partial fraction decomposition , one can define any fraction in the operator p and compute its
Z-transform
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zeros and poles are always equal. By factoring the denominator, partial fraction decomposition can be used, which can then be transformed back to the time
Heaviside cover-up method
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1993 – Spring 1994). "Calculus to Algebra in Connection to Partial Fraction Decomposition ". The AMATYC Review. 15 (1–2): 28–30. http://www.math-cs.gordon
Trigonometric functions
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^{2}}}\right),\quad z\in \mathbb {C} .} This may be obtained from the partial fraction decomposition of cot z {\displaystyle \cot z} given above, which is the