Paper Number 45
نویسنده
چکیده
Paper 045 Military Trading ‐ A Personal Perspective DSTL/CP33384 Paper Number 45 Title of Paper ‐ Military Trading ‐ A Personal Perspective Topic ‐ No 4 Collective Endeavors Author ‐ Kate Gill, STUDENT, Defence Science and Technology Laboratory and also full time Systems EngD student at Bristol University POC ‐ Kate Gill Name of Organisation ‐ Defence Science and Technology Laboratory (DSTL) Address ‐ Grenville Building, DSTL, Portsdown Hill Road, Portsmouth, Hampshire PO17 6AD, UK Telephone ‐ +44 (0) 2392 332201 Email ‐ [email protected] Student Eligibility Criteria:‐ Research Doctoral student on “Engineering Doctorate in Systems” programme at EngD Centre (Bristol and Bath Universities), UK Second year Statement from EngD Director to follow Biography Kate Gill is the Group Leader for Maritime Systems Engineering and Systems Integration in the Naval Systems Department of Dstl, UK. She has worked for Dstl for three years, and previously for various UK defence and commercial companies. She is currently studying for an Engineering Doctorate (EngD) in Systems with Bristol and Bath Universities. She has an aeronautical and weapons background and has held Civil Aviation Authority (CAA) software signatory for commercial aircraft systems, as well as Military Aircraft Release (MAR) authority.
منابع مشابه
Study on Thickness of Two-way Slab by Artificial Neural Network
In this paper, an attempt has been taken to find out optimum thickness of edge-supported slabs. To arrive at optimum solution using artificial neural network based on back-propagation network, a number of architectures such as 5-15-25-35-45-55-5; 5-25-35-45-55-65-85-105-5 and 5-35-45-65-75-85-5 with different number of hidden layers and hidden nodes or neuron were tried. Among them, 5-25-35-45-...
متن کاملMulti-bump type nodal solutions having a prescribed number of nodal domains: II Solutions nodales de multi-bosses ayant un nombre de domaines nodales prescrites: II
This paper is a sequel to [Liu and Wang, preprint] in which we studied nodal property of multi-bump type sign-changing solutions constructed by Coti Zelati and Rabinowitz [Comm. Pure Appl. Math. 45 (1992) 1217]. In this paper we remove a technical condition that the nonlinearity is odd, which was used in [Comm. Pure Appl. Math. 45 (1992) 1217; Liu and Wang, Multi-bump type nodal solutions havin...
متن کاملA quintic surface with maximal Picard number
This paper gives the first example of a complex quintic surface in P with maximal Picard number ρ = 45. We also investigate its arithmetic and determine the zeta function.
متن کاملMulti-bump type nodal solutions having a prescribed number of nodal domains: I Solutions nodales de multi-bosse ayant un nombre de domaines nodales prescrites: I
This paper is concerned with analyzing their nodal property of multi-bump type sign-changing solutions constructed by Coti Zelati and Rabinowitz [Comm. Pure Appl. Math. 45 (1992) 1217]. In some cases we provide both upper and lower bounds on the number of nodal domains for these solutions. 2005 Elsevier SAS. All rights reserved. Résumé Cet article concerne l’analyse de la propriété nodale des...
متن کاملno-homomorphism conditions for hypergraphs
In this paper, we define some new homomorphism-monotone parameters for hypergraphs. Using these parameters, we extend some graph homomorphism results to hypergraph case. Also, we present some bounds for some well-known invariants of hypergraphs such as fractional chromatic number,independent numer and some other invariants of hyergraphs, in terms of these parameters.
متن کامل