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The objective of this study was to investigate the use of a flexible polyurethane catheter to reestablish carotid patency. In 10 dogs, the carotid artery was occluded using an external carotid artery stent while the internal carotid artery was patent, and then reoccluded after 21 days. The dogs were treated with a polyurethane catheter placed within the arteriotomy with distal malleable loops, which could be inflated to a desired diameter to open the occluded carotid artery. Follow-up angiograms were performed at 1 week (n = 7) and 1 month (n = 5) post-treatment. The blood flow was compared in the control group, which was treated with an external carotid artery stent only, and in the treated group, which was treated with a polyurethane catheter. Angiography at 1 week demonstrated a patent carotid artery in 5 of 7 dogs in the control group and in 4 of 5 dogs in the treated group. A patent carotid artery was recognized in all dogs at 1 month in the control group but not in the treated group, where the blood flow was completely occluded. A flexible polyurethane catheter in combination with distal malleable loops may be useful to reopen the occluded internal carotid artery.The present invention relates to a planar antenna, and more particularly to a planar antenna for use in mobile communication systems, such as cellular telecommunication systems. Recently, in particular, cellular telecommunication services are becoming widely used by consumers. A plurality of base stations are positioned throughout a service area, wherein the base stations are adapted to connect a mobile communication device in an active call or in an idle mode to a core communication network through a common air interface. The air interface includes a number of frequency bands that are typically used by each cellular service provider. Some of the frequency bands comprise the low bands and some of the frequency bands comprise the high bands. The low bands include the frequency bands of 800 and/or 1800 MHz in the United States, for example. The high band frequency range, such as the frequency range of 1900 MHz, is also used in some regions. However, since cellular telecommunication services operate at What's New in the? /* * Copyright (c) 2014 Glen Fernandes * * Distributed under the Boost Software License, Version 1.0. (See * accompanying file LICENSE_1_0.txt or copy at * */ #ifndef BOOST_DETAIL_NO_EXCEPTIONS_SUPPORT_HPP #define BOOST_DETAIL_NO_EXCEPTIONS_SUPPORT_HPP #include #if defined(BOOST_NO_EXCEPTIONS) # define BOOST_DETAIL_NO_THROW noexcept(false) # define BOOST_DETAIL_NO_CATCH noexcept(false) #else # include # define BOOST_DETAIL_NO_THROW noexcept(true) # define BOOST_DETAIL_NO_CATCH noexcept(true) #endif #endif Q: How to prove this identity involving dilogarithm function? While playing with dilogarithm functions I tried to evaluate the expression $$\sum_{k=1}^\infty\frac{(-1)^k}{k^2}\frac{\tanh^{ -1}k\pi}{\pi^2}=-\frac{1}{6}-\frac{\pi^2\tanh\pi}{12}+\frac{1}{4}\sum_{k=1}^\infty \frac{k^2}{(-k^4+k^2-1)^{3/2}}$$ but get stuck in showing this identity. Also I am not sure how to show the identity $\sum_{k=1}^\infty \frac{k^2}{(-k^4+k^2-1)^{3/2}}=\frac{\pi^2\tanh\pi}{12}$, I get stuck even in finding the sum. A: Here System Requirements: Minimum: OS: Microsoft® Windows 7/8/8.1/10 (64-bit versions) Processor: 1.4 GHz dual-core or equivalent Memory: 1 GB RAM Graphics: Microsoft® DirectX 9 graphics device with 512 MB of video RAM DirectX: Version 9.0c Hard Drive: 2 GB available space Sound: DirectX Compatible Sound Card or OpenAL compatible sound card Additional Notes: Keyboard & Mouse preferred Recommended: OS: Microsoft® Windows 7/8
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