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Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case
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F. Hunutlu Et Al. , "Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case," INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11, pp.2326-2337, 2013

Hunutlu, F. Et Al. 2013. Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case. INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11 , 2326-2337.

Hunutlu, F., Baykara, N. A., & Demiralp, M., (2013). Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case. INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11, 2326-2337.

Hunutlu, Fatih, N. A. Baykara, And Metin Demiralp. "Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case," INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11, 2326-2337, 2013

Hunutlu, Fatih Et Al. "Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case." INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11, pp.2326-2337, 2013

Hunutlu, F. Baykara, N. A. And Demiralp, M. (2013) . "Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case." INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS , vol.90, no.11, pp.2326-2337.

@article{article, author={Fatih Hunutlu Et Al. }, title={Truncation approximants to probabilistic evolution of ordinary differential equations under initial conditions via bidiagonal evolution matrices: simple case}, journal={INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS}, year=2013, pages={2326-2337} }