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Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Partial Differential Equations (G.1.8) > Hyperbolic Equations (G.1.8...)
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1-7 of 7
Reviews about "Hyperbolic Equations (G.1.8...)":
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An adaptive mesh method for 1D hyperbolic conservation laws Hu F., Wang R., Chen X., Feng H. Applied Numerical Mathematics 91(C): 11-25, 2015. Type: Article
The essentially nonoscillatory (ENO) and weighted essentially nonoscillatory (WENO) schemes are methods used to represent the meshes used to solve partial differential equations when there is an abrupt change in conditions governing th...
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Jul 10 2015 |
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Tubes in PG(3, q) Cameron P., Knarr N. European Journal of Combinatorics 27(1): 114-124, 2006. Type: Article
Projective spaces and substructures are well-studied objects in incidence geometry. In finite geometry, the projective space over the finite field of order q (GF(q)) plays a cent...
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Apr 9 2007 |
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A characterization of the complement of a hyperbolic quadric in PG (3, q), for q odd Cauchie S. Designs, Codes and Cryptography 38(2): 195-208, 2006. Type: Article
Partial linear spaces are incidence structures that are generalizations of the generalized quadrangles. These latter structures are well-studied objects in finite incidence geometry. A partial linear space of order (s
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Oct 24 2006 |
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The viscosity methods for Riemann initial-boundary problems of scalar conservation laws Liu H., Pan T. In Focus on computational neurobiology. Commack, NY: Nova Science Publishers, Inc., 2004. Type: Book Chapter
The scalar initial-boundary problem, defined by the first-order hyperbolic partial differential equation ut + f(x)x = 0 with (x,t) &i...
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Nov 10 2004 |
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A level set algorithm for tracking discontinuities in hyperbolic conservation laws II: systems of equations Aslam T. Journal of Scientific Computing 19(1-3): 37-62, 2003. Type: Article
A level set algorithm for tracking discontinuities in hyperbolic conservation laws is presented in this paper. The algorithm uses a simple finite difference approach, analogous to a method of lines scheme. The zero of a level set funct...
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Apr 8 2004 |
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High Order Schemes for Resolving Waves: Number of Points per Wavelength Jameson L. Journal of Scientific Computing 15(4): 417-439, 2000. Type: Article
Higher order numerical schemes have an advantage over low order schemes when the small scale behavior of solutions has to be captured. This paper addresses another advantage of higher order schemes, in connection with the issue of inc...
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Sep 11 2002 |
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First-order partial differential equations. Vol. 2: theory and application of hyperbolic systems of quasilinear equations Rhee H., Aris R., Amundson N., Prentice-Hall, Inc., Upper Saddle River, NJ, 1989. Type: Book (9789780133192377)
The theory of partial differential equations is one of the most interesting and deepest branches of mathematical analysis as well as one of the most important from the point of view of applications. This book deals with the application...
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Feb 1 1990 |
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