Аннотация от автора: Г. И. СМАГИНА. АКАДЕМИЯ НАУК И РОССИЙСКАЯ ШКОЛА. ВТОРАЯ ПОЛОВИНА XVIII в.

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Аннотация от автора: Рассмотрена модификация традиционной установки для телепортации квантового состояния кубита. На передающей стороне изменена на противоположную последовательность гейтов CNOT и гейта Адамара. Модифицированная установка позволяет телепортировать теперь уже не просто неизвестное состояние кубита, а состояние запутанности кубитов. На стороне передатчика установка переводит два кубита в состояние запутанности, в результате чего и на стороне приемника два кубита также оказываются в состоянии запутанности. Показана также возможность непосред-ственной сверхсветовой передачи классической информации с помощью гейта CNOT. A modification of the traditional setup for teleporting the quantum state of a qubit is considered. On the transmitting side, it is changed to the opposite sequence of the CNOT gates and the Hadamard gates. The modified installation allows you to teleport now no longer just an unknown state of the qubit, but a state of entanglement of qubits. On the transmitter side, the installation translates two qubits into a state of entanglement, with the result that, at the receiver side, two qubits also end up in a state of en-tanglement. It is shown also the possibility of direct superluminal transmission of classical information using the gate CNOT

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Аннотация от автора: Ф. А. ПЕТРОВ. НЕМЕЦКИЕ ПРОФЕССОРА В МОСКОВСКОМ УНИВЕРСИТЕТЕ

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Аннотация от автора: Software represented in the book contains a number of useful and effective receptions of procedural and functional programming in the Mathematica system that extend the system software and allow sometimes much more efficiently and easily to program the program objects for various purposes, first of all, wearing system character. The presented tools are of interest not only as independent tools, but also contain a number of the receptions useful in practical programming in the Mathematica system. The above software rather essentially dilates the Mathematica functionality and can be useful enough for programming of many applications above all of system character. At that, the AVZ_Package package containing more 1420 tools of various purpose with freeware license is attached to the book.- USA: CreateSpace, 2016, 630 p., ISBN 978–1–532–74883–7.

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Аннотация от автора: The present book contains over 1420 software etudes not only which are illustrating effective methods of programming in Mathematica system and many subtleties and undocumented opportunities of its software, but also being of undoubted interest as the means expanding and supplementing the system means. In a certain historical context etudes have appeared as a result of development of the number of rather large projects in the Mathematica system connected with the solution of mathematical problems, computer researches of the classical cellular automata, modeling, etc. In the course of programming of these projects the certain software fragments presenting mass character have been formed later on in the kind of the separate procedures and functions that have made the basis of the package attached to the present book. Many etudes presented here contain a rather useful and effective methods of programming in Mathematica system. The presented etudes are smallby the size of program code and can be in case of need rather easily analysed and, perhaps, are modified for specific conditions of application. It must be kept in mind that along with the software having both the applied, and the system character together with illustrating of rather useful methods of programming; the present book represents a rather convenient organization of the user software that supported by a large number of the means for its serving.- USA: Raleigh, NC, Lulu Press, 2017, 613 p., ISBN 978–1–387–3560.

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Аннотация от автора: Software represented in the book contains a number of useful and effective receptions of procedural and functional programming in the Mathematica system that extend the system software and allow sometimes much more efficiently and easily to program the program objects for various purposes, first of all, wearing system character. Among them there are means which are of interest from the point of view of including of their or their analogs into standard means of Mathematica, at the same time they use approaches, useful in programming of applications in Mathematica. The above software rather essentially dilates the Mathematica functionality and can be useful enough for programming of many problems above all of system character. At the same time, the MathToolBox package containing more 1420 tools of various purpose with freeware license is attached to the book.- USA: Raleigh, NC, Lulu Press, 2016, 740 p., ISBN 978–1–365–59391–8.

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Аннотация от автора: Software tools presented in the book contain a number of rather useful and effective methods of procedural and functional programming in Mathematica system that extend the system software and allow sometimes much more efficiently and easily to program the objects for various purposes first of all wearing system character. The above software tools rather essentially dilate the Mathematica functionality and can be useful enough for programming of many applications above all of system character. Furthermore, the book is provided with freeware package AVZ_Package containing more than 1420 procedures, functions, global variables and other program objects. The present book is oriented on a wide enough range of users of systems of computer mathematics, teachers and students of universities at courses of computer science, mathematics and other natural–science disciplines.- Estonia:Tallinn: TRG Press, 2015, 563 p., ISBN 978–9985–9508–8–3.

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Аннотация от автора: In the book we present certain results of the work we have done in the theory of Classical Cellular Automata (CA). At present, these results form an essential constituent of the CA problematics. In particular, we have studied such problems as the nonconstructability problem in CA, the decomposition problem of global transition functions in CA, extremal constructive possibilities, the parallel formal grammars and languages defined by CA, complexity of finite configurations and global transition functions in CA, simulation problem in classical CA, etc. At present, the CA problematics is a rather well developed independent field of the mathematical cybernetics that has a rather considerable field of various appendices. In addition, with the equal right the CA problematics can be considered as a component of such fields as discrete parallel dynamical systems, discrete mathematics, cybernetics, complex systems and some others.- USA: Lulu Press, 2018, 410 p., ISBN 978–9949–9876–2–7.

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Аннотация от автора: In the monograph we present our main results of the research that we have done in mathematical theory of the classical homogeneous structures (HS; synonim CA - Cellular Automata) along with their applications during 1969-2011.- Germany, Scholar`s Press, 2014, 512 p., ISBN 978–3–639071345–9.

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Аннотация от автора: Предлагаемая читателю монография носит доступный характер, в ней во многом на содержательном уровне рассматриваются: базовая концепция классической ОС-модели, основы ее теории и прикладные аспекты ОС-проблематики. Приэтом, рассмотрение основывается на классической ОС-модели размерностей 1и 2, позволяя (не нарушая общности) неискушенному читателю легче войти в проблематику предмета, не отвлекаясь на излишние громоздкость и сложность. В качестве базовой выбрана именно классическая ОС-модель, составляющая основу либо непосредственный прототип всех наиболее известных ОС-подобных моделей (клеточные процессоры и структуры, однородные вычислительные среды, систолические структуры, нейронные и итеративные сети и т.д.) и не требующая специальных знаний из ряда разделов математики, кибернетики и др. Более того, теория классических ОС-моделей на сегодня является наиболее исследованной и развитой как вполне самостоятельного математического раздела. И вместе с тем, знакомство с классической ОС-моделью составляет основу формирования так называемого «параллельного образа мышления» с последующим освоением подобных ей высоко параллельных дискретных систем (недетерминированные, стохастические ОС-модели и т.д.). USA: Palo Alto: Fultus Books, 2009, 535 с., ISBN 1–59682–137–X

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