New Reply

Integral of double exponential matrices

 
Share Thread Thread Tools
Feb5-12, 10:14 AM   #1
 

Integral of double exponential matrices


I am looking into the integration of the following function

\begin{equation}
y=\int_{0}^{h} e^{A\tau} Q e^{A'\tau}d\tau
\end{equation}

where A and Q are constant known matrices. There is a way to calculate this using matrix exponential in Voan Loan (1978) paper, but I am finding how to evaluate this integral.
PhysOrg.com
PhysOrg
science news on PhysOrg.com

>> Ants and carnivorous plants conspire for mutualistic feeding
>> Forecast for Titan: Wild weather could be ahead
>> Researchers stitch defects into the world's thinnest semiconductor
New Reply

Tags
exponential integral, integral, matrices
Thread Tools


Similar Threads for: Integral of double exponential matrices
Thread Forum Replies
Complex analysis, double exponential. I don't understand the question being asked. Calculus & Beyond Homework 2
Integrating double exponential terms in a function Calculus & Beyond Homework 5
Derivative of the exponential map for matrices Calculus & Beyond Homework 3
Euler expansion of double exponential? Differential Equations 1