BibSonomyburst/user/bronckobusterBibSonomy RSS feed for /user/bronckobuster2012-02-16T04:59:27+01:00http://www.bibsonomy.org/bibtex/27ebc89f882bf857e06159e705d6def1b/bronckobusterbronckobuster2009-03-03T17:40:12+01:00epr <span class="authorEditorList"><a href="/author/Einstein">A. Einstein</a>, <a href="/author/Podolsky">B. Podolsky</a>, and <a href="/author/Rosen">N. Rosen</a> </span><em>Phys. Rev.</em> <em>47(10):777--780</em> (<em>May 1935</em>)Tue Mar 03 17:40:12 CET 2009Phys. Rev.May10777--780Can Quantum-Mechanical Description of Physical Reality Be Considered Complete?471935epr http://www.bibsonomy.org/bibtex/285a370b20c744194fce962fbe29a4ce6/bronckobusterbronckobuster2009-03-03T17:26:23+01:00relativity <span class="authorEditorList"><a href="/author/Einstein">A. Einstein</a> </span><em>Crown Publishers, </em>(<em>1961</em>)Tue Mar 03 17:26:23 CET 2009Relativity: The special and general theory1961relativity http://www.bibsonomy.org/bibtex/2797fbcb54aa5f1024864bb0251169465/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Schöll">E. Schöll</a>, and <a href="/author/Schuster">H. G. Schuster</a> (Eds.). </span><em>Wiley-VCH, </em><em>Weinheim, </em>(<em>2008</em>)<em>Second completely revised and enlarged edition . </em>Tue Mar 03 17:19:04 CET 2009WeinheimSecond completely revised and enlarged editionHandbook of Chaos Control2008imported http://www.bibsonomy.org/bibtex/2097d93a4aee019c419472e22b36949e2/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Alonso">Sergio Alonso</a>, <a href="/author/Kapral">Raymond Kapral</a>, and <a href="/author/Bär">Markus Bär</a> </span><em>prepint, </em>(<em>2009</em>)Tue Mar 03 17:19:04 CET 2009prepintEffective medium theory for heterogeneous reaction-diffusion systems2009imported A simple effective medium theory is derived for spatially heterogeneous reaction-diffusion media. Its validity is tested through comparisons with simulations of front and pulse propagation in systems with spatially varying diffusion coefficients and reaction rates. The theory is able to predict wave speeds if the characteristic front width is much larger than the length scale of the heterogeneities. This condition is violated in media with isolated or weakly connected sites. In such media the theory nevertheless provides good results if it predicts the percolation threshold of the involved sites correctly.http://www.bibsonomy.org/bibtex/202882eea124dd756bf95cbd8bad62d6a/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Barabási">Albert-László Barabási</a>, and <a href="/author/Bonabeau">Eric Bonabeau</a> </span><em>Sci.~Am.</em> <em>288(5):50--59</em> (<em>2003</em>)Tue Mar 03 17:19:04 CET 2009Sci.~Am.550--59{Scale-free networks}2882003imported http://www.bibsonomy.org/bibtex/2c7100a1c0f2c884343498b339a9fc3e0/bronckobusterbronckobuster2009-03-03T17:19:04+01:00complex computer graph graphs; networks; percolation random social systems; theory theory; <span class="authorEditorList"><a href="/author/Newman">M. E. J. Newman</a> </span><em>SIAM Review</em> <em>45(2):167--256</em> (<em>2003</em>)Tue Mar 03 17:19:04 CET 2009SIAM Review2167--256The Structure and Function of Complex Networks452003complex computer graph graphs; networks; percolation random social systems; theory theory; http://www.bibsonomy.org/bibtex/20214f2e7e3f71d81109dd70a7015e542/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Albert">Réka Albert</a>, and <a href="/author/Barabási">Albert-László Barabási</a> </span><em>Rev. Mod. Phys.</em> <em>74(1):47--97</em> (<em>January 2002</em>)Tue Mar 03 17:19:04 CET 2009Rev. Mod. Phys.January147--97Statistical mechanics of complex networks742002imported http://www.bibsonomy.org/bibtex/21d7bf2336410c57f0a35ff0df36eab75/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Watts">D. J. Watts</a>, and <a href="/author/Strogatz">S. H. Strogatz</a> </span><em>Nature</em> (<em>June 1998</em>)Tue Mar 03 17:19:04 CET 2009NatureJune440--442{{C}ollective dynamics of 'small-world' networks}3931998imported http://www.bibsonomy.org/bibtex/2d427ebb1ccf3a892b56381e84d89e57a/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Klein">Einat Klein</a>, <a href="/author/Mislovaty">R. Mislovaty</a>, <a href="/author/Kanter">Ido Kanter</a>, and <a href="/author/Kinzel">Wolfgang Kinzel</a> </span><em>Phys. Rev. E</em> <em>72(1):016214</em> (<em>July 2005</em>)Tue Mar 03 17:19:04 CET 2009Phys. Rev. EJuly1016214Public-channel cryptography using chaos synchronization722005imported http://www.bibsonomy.org/bibtex/256a5da0ea5feb60c8c3eb67182bd08e4/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Gross">Noam Gross</a>, <a href="/author/Kinzel">Wolfgang Kinzel</a>, <a href="/author/Kanter">Ido Kanter</a>, <a href="/author/Rosenbluh">M. Rosenbluh</a>, and <a href="/author/Khaykovich">Lev Khaykovich</a> </span><em>Opt.~Commun.</em> <em>267(2):464--468</em> (<em>November 2006</em>)<em>Synchronization dynamics of mutually coupled chaotic semiconductor lasers are investigated experimentally and compared to identical synchronization of unid<span class="info">...<div>Synchronization dynamics of mutually coupled chaotic semiconductor lasers are investigated experimentally and compared to identical synchronization of unidirectionally coupled lasers. Mutual coupling shows high quality synchronization in a broad range of self-feedback and coupling strengths. It is found to be tolerant to significant parameter mismatch which for unidirectional coupling would result in loss of synchronization. The advantages of mutual coupling are emphasized in light of its potential use in chaos communications.</div></span> . </em>Tue Mar 03 17:19:04 CET 2009Opt.~Commun.NovemberSynchronization dynamics of mutually coupled chaotic semiconductor lasers are investigated experimentally and compared to identical synchronization of unidirectionally coupled lasers. Mutual coupling shows high quality synchronization in a broad range of self-feedback and coupling strengths. It is found to be tolerant to significant parameter mismatch which for unidirectional coupling would result in loss of synchronization. The advantages of mutual coupling are emphasized in light of its potential use in chaos communications.2464--468Synchronization of mutually versus unidirectionally coupled chaotic semiconductor lasers267 2006imported http://www.bibsonomy.org/bibtex/279bf6b538a6fc66faa11a6385ac1c1bc/bronckobusterbronckobuster2009-03-03T17:19:04+01:00chaos; formation; lasers; nets; neural optical pattern semiconductor synchronisation <span class="authorEditorList"><a href="/author/Rosenbluh">M. Rosenbluh</a>, <a href="/author/Aviad">Y. Aviad</a>, <a href="/author/Cohen">E. Cohen</a>, <a href="/author/Khaykovich">Lev Khaykovich</a>, <a href="/author/Kinzel">Wolfgang Kinzel</a>, <a href="/author/Kopelowitz">Evi Kopelowitz</a>, <a href="/author/Yoskovits">Pinhas Yoskovits</a>, and <a href="/author/Kanter">Ido Kanter</a> </span><em>Phys.~Rev.~E</em> <em>76(4):046207</em> (<em>2007</em>)Tue Mar 03 17:19:04 CET 2009Phys.~Rev.~E4046207Spiking optical patterns and synchronization762007chaos; formation; lasers; nets; neural optical pattern semiconductor synchronisation http://www.bibsonomy.org/bibtex/2c2751bbe91e68d5c35657cc5301430a8/bronckobusterbronckobuster2009-03-03T17:19:04+01:00band-pass chaos chaotic communication; cryptography; filters; key optical public <span class="authorEditorList"><a href="/author/Klein">Einat Klein</a>, <a href="/author/Gross">Noam Gross</a>, <a href="/author/Kopelowitz">Evi Kopelowitz</a>, <a href="/author/Rosenbluh">M. Rosenbluh</a>, <a href="/author/Khaykovich">Lev Khaykovich</a>, <a href="/author/Kinzel">Wolfgang Kinzel</a>, and <a href="/author/Kanter">Ido Kanter</a> </span><em>Phys.~Rev.~E</em> <em>74(4):046201</em> (<em>2006</em>)Tue Mar 03 17:19:04 CET 2009Phys.~Rev.~E4046201Public-channel cryptography based on mutual chaos pass filters742006band-pass chaos chaotic communication; cryptography; filters; key optical public http://www.bibsonomy.org/bibtex/2fa28239daa1da55f7d260b4093a7c006/bronckobusterbronckobuster2009-03-03T17:19:04+01:00Lyapunov chaos; delays; diagrams; methods; phase synchronisation <span class="authorEditorList"><a href="/author/Kestler">J. Kestler</a>, <a href="/author/Kinzel">Wolfgang Kinzel</a>, and <a href="/author/Kanter">I. Kanter</a> </span><em>Phys.~Rev.~E</em> <em>76(3):035202</em> (<em>2007</em>)Tue Mar 03 17:19:04 CET 2009Phys.~Rev.~E3035202Sublattice synchronization of chaotic networks with delayed couplings762007Lyapunov chaos; delays; diagrams; methods; phase synchronisation http://www.bibsonomy.org/bibtex/243fd788dbe46e7d93a975e8683ad81d6/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Kinzel">Wolfgang Kinzel</a>, and <a href="/author/Kanter">Ido Kanter</a> </span><em>Handbook of Chaos Control, </em><em>Wiley-VCH, </em><em>Weinheim, </em><em>Second completely revised and enlarged edition . </em>(<em>2008</em>)Tue Mar 03 17:19:04 CET 2009WeinheimHandbook of Chaos ControlSecond completely revised and enlarged editionSecure Communication with Chaos Synchronization2008imported http://www.bibsonomy.org/bibtex/23bdceb54ab89899f72b88a05866b17ac/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Kinzel">Wolfgang Kinzel</a> </span><em>J. Comput. Neurosci.</em> <em>24(1):105--112</em> (<em>February 2008</em>)Tue Mar 03 17:19:04 CET 2009J. Comput. Neurosci.February1105--112On the stationary state of a network of inhibitory spiking neurons24 2008imported Abstract��The background activity of a cortical neural network is modeled by a homogeneous integrate-and-fire network with unreliable inhibitory synapses. For the case of fast synapses, numerical and analytical calculations show that the network relaxes into a stationary state of high attention. The majority of the neurons has a membrane potential just below the threshold; as a consequence the network can react immediately &#8211; on the time scale of synaptic transmission- on external pulses. The neurons fire with a low rate and with a broad distribution of interspike intervals. Firing events of the total network are correlated over short time periods. The firing rate increases linearly with external stimuli. In the limit of infinitely large networks, the synaptic noise decreases to zero. Nevertheless, the distribution of interspike intervals remains broad.http://www.bibsonomy.org/bibtex/2766bd5f070e37066caf6509dbdde7891/bronckobusterbronckobuster2009-03-03T17:19:04+01:00chaos; synchronisation <span class="authorEditorList"><a href="/author/Kestler">J. Kestler</a>, <a href="/author/Kopelowitz">Evi Kopelowitz</a>, <a href="/author/Kanter">I. Kanter</a>, and <a href="/author/Kinzel">Wolfgang Kinzel</a> </span><em>Phys.~Rev.~E</em> <em>77(4):046209</em> (<em>2008</em>)Tue Mar 03 17:19:04 CET 2009Phys.~Rev.~E4046209Patterns of chaos synchronization772008chaos; synchronisation http://www.bibsonomy.org/bibtex/217894df924faa7602a3c6d81c38e5516/bronckobusterbronckobuster2009-03-03T17:19:04+01:00chaos; coherence; lasers; light optical semiconductor synchronisation <span class="authorEditorList"><a href="/author/Aviad">Y. Aviad</a>, <a href="/author/Reidler">I. Reidler</a>, <a href="/author/Kinzel">Wolfgang Kinzel</a>, <a href="/author/Kanter">I. Kanter</a>, and <a href="/author/Rosenbluh">M. Rosenbluh</a> </span><em>Phys.~Rev.~E</em> <em>78(2):025204</em> (<em>2008</em>)Tue Mar 03 17:19:04 CET 2009Phys.~Rev.~E2025204Phase synchronization in mutually coupled chaotic diode lasers782008chaos; coherence; lasers; light optical semiconductor synchronisation http://www.bibsonomy.org/bibtex/2313fcf1e923e3a38b490ad438fd7dcad/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Kanter">I. Kanter</a>, <a href="/author/Kopelowitz">Evi Kopelowitz</a>, <a href="/author/Kestler">J. Kestler</a>, and <a href="/author/Kinzel">Wolfgang Kinzel</a> </span><em>Europhys.~Lett.</em> <em>83(5):50005 6pp</em> (<em>2008</em>)Tue Mar 03 17:19:04 CET 2009Europhys.~Lett.550005 (6ppChaos synchronization with dynamic filters: Two-way is better than one-way832008imported Two chaotic systems which interact by mutually exchanging a signal built from their delayed internal variables, can synchronize. A third unit may be able to record and to manipulate the exchanged signal. Can the third unit synchronize to the common chaotic trajectory, as well? If all parameters of the system are public, a proof is given that the recording system can synchronize as well. However, if the two interacting systems use private commutative filters to generate the exchanged signal, a driven system cannot synchronize. It is shown that with dynamic private filters the chaotic trajectory even cannot be calculated. Hence two-way (interaction) is better than one-way (drive). The implication of this general result to secret communication with chaos synchronization is discussed.http://www.bibsonomy.org/bibtex/22fd794894fe00fe87afa65eb6b9a62b0/bronckobusterbronckobuster2009-03-03T17:19:04+01:00imported <span class="authorEditorList"><a href="/author/Tsuji">S. Tsuji</a>, <a href="/author/Ueta">T. Ueta</a>, <a href="/author/Kawakami">H. Kawakami</a>, and <a href="/author/Aihara">K. Aihara</a> </span><em>NOLTA 2006, </em><em>page 747--750. </em>(<em>September 2006</em>)Tue Mar 03 17:19:04 CET 2009{NOLTA} 2006September747--750Dependence of Synchonous Activities in Coupled Inhibitory Neurons upon Excitability Classes2006imported http://www.bibsonomy.org/bibtex/210e1c527c7cb950b7ba3018367f5d43f/bronckobusterbronckobuster2009-03-03T17:19:04+01:00Bonho�,ffer-van Pol analysis, bifurcation bifurcation, bifurcations, bioelectric brain brain, chaotic coupled coupling, der electrical gap inhibitory interneurons, junction, models models, modified neuronal neurons period-doubling, phenomena, pitchfork solutions, synapses, synchronous <span class="authorEditorList"><a href="/author/Tsuji">S. Tsuji</a>, <a href="/author/Ueta">T. Ueta</a>, <a href="/author/Kawakami">H. Kawakami</a>, and <a href="/author/Aihara">K. Aihara</a> </span><em>Circuits and Systems, 2005. ISCAS 2005. IEEE International Symposium on</em> (<em>May 2005</em>)Tue Mar 03 17:19:04 CET 2009Circuits and Systems, 2005. ISCAS 2005. IEEE International Symposium onMay6058--6061 Vol. Bifurcations in modified BVP neurons connected by inhibitory and electrical coupling2005Bonho�,ffer-van Pol analysis, bifurcation bifurcation, bifurcations, bioelectric brain brain, chaotic coupled coupling, der electrical gap inhibitory interneurons, junction, models models, modified neuronal neurons period-doubling, phenomena, pitchfork solutions, synapses, synchronous Electrical coupling among inhibitory interneurons has been discovered in various regions of the brain. Since these local networks indicate a sophisticated activity by the interplay between electrical and inhibitory synapses, the emergence of synchronous phenomena have been investigated by many researchers. We propose coupled neuronal models connected by both inhibitory and electrical synapses and investigate the emergence of various synchronous phenomena and its bifurcational structures by bifurcation analysis. Although it is generally known that a strong gap junction synchronizes coupled neurons, we show in-phase and anti-phase phenomena in coupled neurons connected by both inhibitory and electrical synapses. They change to chaotic solutions via period-doubling and pitchfork bifurcations.