A Generalization of Algebraic Surface DrawingMicrosoft Research Redmond
1982. "A Generalization of Algebraic Surface Drawing." In ACM Transactions on Graphics 1(3), pp. 235–256.Latta, Lutz. 2004. "Building a Million Particle System." Presentation at Game Developers Conference 2004. Available online at http://www.2ld.de/gdc2004/....
Blinn, J.F.: A generalization of algebraic surface drawing. ACM Transactions on Graphics 1, 235–256 (1982) Article Google Scholar Monclús, E., Díaz, J., Navazo, I., Vázquez, P.: The virtual magic lantern: an interaction metaphor for enhanced medical data inspection. In: ACM Symposiu...
Emmerich M, Yang K, Deutz A, Wang H, Fonseca CM (2016) A multicriteria generalization of bayesian global optimization. Springer, Cham, pp 229–242 MATH Google Scholar Emmerich MT, Giannakoglou KC, Naujoks B (2006) Single-and multiobjective evolutionary optimization assisted by Gaussian random...
This goal has been achieved by the use of a recently introduced «limiting form» of the kinetic-theoretic language [14], a scheme of models based on the use of a generalization of Boltzmann equation governing gas dynamics [15,16], which in the last fifty years has been proposed to ...
recovering Farber’s topological complexity of ∥𝐾∥. Our main theoretical result, Theorem 2 below, is a generalization of (1). This is achieved by introducing the notion of contiguity distance between simplicial maps (Definition 4), a discretization of the concept of homotopic distance studied...
Laub. A generalization of matrix-sign-functions solution for algebraic Riccati equations. Internat. J. Control, 44:823{832, 1986.J. D. Gardiner and A. J. Laub, A Generalization of the Matrix-Sign-Function Solution for Algebraic Riccati Equations, Internat. J. Control, 44 (1986), pp. 823...
For a proof of the approximation of the Čech complex by the VR complex, see [80]; see [97] for a generalization of this result. 5.2.2 The Delaunay complex To avoid the computational problems of the Čech and VR complexes, we need a way to limit the number of simplices in high ...
2d curves A collection of 631 named two−dimensional curves algebraic curves are a polynomial in x and y line (1st degree) conic (2nd) cubic (3rd) quartic (4th) sextic (6th) octic (8th) other (otherth) transcendental curves discrete exponential fractal gamma & related isochronous power ...
The reasoning lies in the act of generalization, not in interpreting the record of that act; but the syllogistic form is an indispensable collateral security for the correctness of the generalization itself. It has already been seen, that if we have a collection of particulars sufficient for ...