Lattice Path in Discrete Mathematics - Explore the concept of lattice paths in discrete mathematics, including definitions, examples, and formulas to calculate the number of paths.
Beck, J.: Randomness in lattice point problems. Discrete Mathematics 229, 29-55 (2001)J. Beck, Randomness in lattice point problems, Discrete Math. 229 (2001) 29-55.Beck, J., Randomness in lattice point problems, Discrete Math., 229 (2001), no. 1-3, 29-55....
Lattice Point Problems Abstract One of the oldest and most extensively studied geometric questions concerning lattice points is the “no-three-in-line” problem raised by Dudeney [Du17] (pages 94 and 222) in the special casen= 8. What is the maximum number of points that can be selected fr...
For two-dimensional flow problems, a square lattice is widely used, and is shown in Fig. 14.4 (a). The site velocity vectors along the lines connecting neighboring sites are denoted by cα, and for the case of Fig. 14.4(a) cα is taken as c1, c2,…, c8, and c0 for the rest ...
In addition, the extension to a noninteger d is also interesting in its own right, as exemplified by the renormalization group theories of critical points, as well as by the studies of low-dimensional systems. Some examples for this are provided through the problems accompanying this chapter....
(1952)_ Some Modern Challenges in Pattern Formation 1:02:03 Finite sample rates for optimal transport estimation problems 1:03:07 The Connection Between RDEs and PDEs 1:01:05 Branes, Quivers, and BPS Algebras 1 of 4 57:45 Branes, Quivers, and BPS Algebras 2 of 4 1:20:05 Branes, ...
Discrete Comput. Geom. 22, 321–332 (1999) Article MATH MathSciNet Google Scholar Fricke, J.: On Heronian simplices and integer embedding. arXiv:math/0112239v1 (2001) Guy, R.: Unsolved Problems in Number Theory, 3rd edn. Springer, New York (2004) Book MATH Google Scholar Kani, E...
Lattice Boltzmann simulation of nonideal vapor-liquid flow in porous media A lattice-Boltzmann simulator of two-phase equilibrium and flow is presented and applications to interface stability problems are discussed. The simulator ... AD Angelopoulos,VN Paunov,VN Burganos,... - 《Physical Review E ...
(LB-NIBS) and a lattice-based tagged non-interactive blind signature (LB-TNIBS) and prove their security under the random oracle model, based on lattice hardness problems M-SIS/M-LWE. Our schemes rely on the GPV signature and non-interactive zero-knowledge proof and can be easily ...
Nested line diagrams are, supported in TOSCANA for instance (Vogt & Wille, 1994). In the last years, multiple theoretical extensions and applications have been introduced into the literature that further improve the applicability of traditional FCA theory to knowledge discovery problems. In this ...