Experimental and theoretical research on the electrical conductivity of a liquid desiccant for the l...

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" Experimental and theoretical research on the electrical conductivity of a liquid desiccant for the liquid desiccant air-conditioning system: "
Wang, HCheng, QFeng, WXu, W

Document Type	:	BL
Record Number	:	882815
Title & Author	:	New trends in intuitive geometry /\ Gergely Ambrus, Imre Bárány, Károly J. Böröczky, Gábor Fejes Tóth, János Pach, editors.
Publication Statement	:	Berlin, Germany :: Springer,, 2018.
Series Statement	:	Bolyai Society mathematical studies,; volume 27
Page. NO	:	1 online resource
ISBN	:	3662574136
	:	: 9783662574133
	:	3662574128
	:	9783662574126
Contents	:	Intro; Preface; Contents; The Tensorization Trick in Convex Geometry; 1 Introduction; 1.1 Tensor Power; 1.2 Tensor Powers and Polynomials; 1.3 Chebyshev Polynomials; 2 Packing Points in the Sphere; 2.1 Packing Points in the Sphere; 3 Approximating a Norm by a Polynomial and a Convex Body by an Algebraic Hypersurface; 3.1 Norms and Convex Bodies; 3.2 Some Geometric Corollaries; 3.3 Approximation by Convex Semi-algebraic Sets; 4 Approximation of Convex Bodies by Polytopes; 4.1 Convex Bodies and Polytopes; 4.2 Fine Approximations; 4.3 Coarse Approximations; 4.4 Intermediate Approximations
	:	3.3 Two Lemmas4 Proofs; 4.1 Proof of the Topological Generalized Transversal Van Kampen-Flores Theorem; 4.2 Proof of the Topological Transversal Weak Colored Tverberg Theorem; References; On the Volume of Boolean Expressions of Balls -- A Review of the Kneser-Poulsen Conjecture; 1 Introduction; 2 First Results; 3 Unions and Intersections of Balls in Spaces of Constant Curvature; 4 Jumping into Higher Dimensions -- The Leapfrog Lemma; 5 Proof of the Kneser-Poulsen Conjecture in the Euclidean Plane; 6 Monotonicity of the Volume of Weighted Flowers