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Higher-order spatiotemporal wave packets with Gouy phase dynamics. [PDF]
Yu W, Shen Y.
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Molecular Simulations of Biomembranes: From Biophysics Fundamentals to Biological Function. [PDF]
Ashrafuzzaman M, Tuszynski JA.
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Fundamental solution of linear operator equations and applications
Zafer Bekiryazıcı
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Closing Editorial: Composition and Biophysical Properties of Lipid Membranes. [PDF]
Ferreira M.
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Fundamental solutions of the differential operator $(-1)^n D^n_ 1D^n_2+a(iD_1)^n+b(iD^2)_n+c$
Věra Radochová
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2003
In Section 3.2, we saw how, using various tricks, solutions in rational x and y of x 2 — dy 2 = 1 could be obtained from two solutions of an equation x 2 - dy 2 = k. Sometimes, the rational numbers turned out to be integers. The chances of this happening would apparently improve with the number of solutions of x 2 - dy 2 = k for a particular k.
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In Section 3.2, we saw how, using various tricks, solutions in rational x and y of x 2 — dy 2 = 1 could be obtained from two solutions of an equation x 2 - dy 2 = k. Sometimes, the rational numbers turned out to be integers. The chances of this happening would apparently improve with the number of solutions of x 2 - dy 2 = k for a particular k.
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Preconditioners Based on Fundamental Solutions
BIT Numerical Mathematics, 2005A new type of preconditioner is used in solving systems of linear algebraic equations obtained from the finite difference discretization of partial differential equations. This preconditioner is a discretization of an approximate inverse given by a convolution-like operator with the fundamental solution as a kernel.
Brandén, H., Sundqvist, P.
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