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1000 tulosta hakusanalla F.N. Plevako

Teorija i metodika fizicheskoj kultury i sporta. Uchebnoe posobie dlja SPO, ster.

Teorija i metodika fizicheskoj kultury i sporta. Uchebnoe posobie dlja SPO, ster.

G.F. Ageeva; E.N. Karpenkova

Lan, Planeta muzyki
2022
nidottu
V posobii predstavleny teoreticheskie osnovy fizicheskoj kultury i sporta. Rassmotreny printsipy postroenija fizicheskogo vospitanija, osobennosti sredstv i metodov na razlichnykh etapakh obuchenija. Predstavleny formy postroenija i kontrol zanjatij fizicheskoj kulturoj u razlichnykh grupp. Posobie napisano v sootvetstvii s trebovanijami Federalnogo gosudarstvennogo obrazovatelnogo standarta. Prednaznacheno dlja studentov kolledzhej i uchilisch fizicheskoj kultury.
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Logika. Uchebnik dlja srednej shkoly. 1954 god

Logika. Uchebnik dlja srednej shkoly. 1954 god

N. Vinogradov; F. Kuzmin

Nashe Zavtra
2022
sidottu
Termin "logika" proiskhodit ot drevnegrecheskogo "logos", chto oznachaet "slovo, v kotorom vyrazhena mysl". Pravilno vystraivat svoju rech, umet gramotno i dokhodchivo donosit svoi suzhdenija do okruzhajuschikh - iskusstvo, kotoromu mozhno i nuzhno nauchitsja. V dalnejshem eto umenie budet pomogat vystraivat otnoshenija s drugimi ljudmi kak v bytu, tak i v professionalnoj sfere. Kak myshlenie svjazano s jazykom? S chego nachinaetsja protsess poznanija? Chem myshlenie otlichaetsja ot oschuschenij i vosprijatij? Chto takoe ponjatie? Iz kakikh chastej sostoit suzhdenie? V chjom zakljuchajutsja osnovnye zakony logicheskogo myshlenija? Chto takoe umozakljuchenie? V chjom sut analogii? Kogda gipoteza stanovitsja teoriej? Chto takoe "svedenie k absurdu"? Nastojaschee izdanie predstavljaet soboj originalnyj tekst uchebnika, vypuschennogo v 1954 godu i utverzhdjonnogo Ministerstvom prosveschenija RSFSR. Posobie prednaznacheno dlja shkolnikov, uchitelej, a takzhe dlja vsekh, kto khochet povysit svoju kommunikabelnost i ovladet iskusstvom bezuprechnogo izlozhenija svoikh myslej.
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Regularization of Ill-Posed Problems by Iteration Methods

Regularization of Ill-Posed Problems by Iteration Methods

S.F. Gilyazov; N.L. Gol'dman

Springer
2010
nidottu
Iteration regularization, i.e., utilization of iteration methods of any form for the stable approximate solution of ill-posed problems, is one of the most important but still insufficiently developed topics of the new theory of ill-posed problems. In this monograph, a general approach to the justification of iteration regulari­ zation algorithms is developed, which allows us to consider linear and nonlinear methods from unified positions. Regularization algorithms are the 'classical' iterative methods (steepest descent methods, conjugate direction methods, gradient projection methods, etc.) complemented by the stopping rule depending on level of errors in input data. They are investigated for solving linear and nonlinear operator equations in Hilbert spaces. Great attention is given to the choice of iteration index as the regularization parameter and to estimates of errors of approximate solutions. Stabilizing properties such as smoothness and shape constraints imposed on the solution are used. On the basis of these investigations, we propose and establish efficient regularization algorithms for stable numerical solution of a wide class of ill-posed problems. In particular, descriptive regularization algorithms, utilizing a priori information about the qualitative behavior of the sought solution and ensuring a substantial saving in computational costs, are considered for model and applied problems in nonlinear thermophysics. The results of calculations for important applications in various technical fields (a continuous casting, the treatment of materials and perfection of heat-protective systems using laser and composite technologies) are given.
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Advanced Mathematics For Engineering And Science

Advanced Mathematics For Engineering And Science

Man Fong C F Chan; P N Kaloni; Daniel De Kee

World Scientific Publishing Co Pte Ltd
2003
sidottu
This is a mathematical text suitable for students of engineering and science who are at the third year undergraduate level or beyond. It is a book of applicable mathematics. It avoids the approach of listing only the techniques, followed by a few examples, without explaining why the techniques work. Thus, it provides not only the know-how but also the know-why. Equally, the text has not been written as a book of pure mathematics with a list of theorems followed by their proofs. The authors' aim is to help students develop an understanding of mathematics and its applications. They have refrained from using clichés like “it is obvious” and “it can be shown”, which may be true only to a mature mathematician. On the whole, the authors have been generous in writing down all the steps in solving the example problems.The book comprises ten chapters. Each chapter contains several solved problems clarifying the introduced concepts. Some of the examples are taken from the recent literature and serve to illustrate the applications in various fields of engineering and science. At the end of each chapter, there are assignment problems with two levels of difficulty. A list of references is provided at the end of the book.This book is the product of a close collaboration between two mathematicians and an engineer. The engineer has been helpful in pinpointing the problems which engineering students encounter in books written by mathematicians.
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Advanced Mathematics For Engineering And Science

Advanced Mathematics For Engineering And Science

Man Fong C F Chan; P N Kaloni; Daniel De Kee

World Scientific Publishing Co Pte Ltd
2003
nidottu
This is a mathematical text suitable for students of engineering and science who are at the third year undergraduate level or beyond. It is a book of applicable mathematics. It avoids the approach of listing only the techniques, followed by a few examples, without explaining why the techniques work. Thus, it provides not only the know-how but also the know-why. Equally, the text has not been written as a book of pure mathematics with a list of theorems followed by their proofs. The authors' aim is to help students develop an understanding of mathematics and its applications. They have refrained from using clichés like “it is obvious” and “it can be shown”, which may be true only to a mature mathematician. On the whole, the authors have been generous in writing down all the steps in solving the example problems.The book comprises ten chapters. Each chapter contains several solved problems clarifying the introduced concepts. Some of the examples are taken from the recent literature and serve to illustrate the applications in various fields of engineering and science. At the end of each chapter, there are assignment problems with two levels of difficulty. A list of references is provided at the end of the book.This book is the product of a close collaboration between two mathematicians and an engineer. The engineer has been helpful in pinpointing the problems which engineering students encounter in books written by mathematicians.
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The 9-Mile Marathon: A New Breed Of Marathon Runners

The 9-Mile Marathon: A New Breed Of Marathon Runners

Bastiaan F. Zwaan; Marlies N. Kort

Free and Focused Bv
2018
nidottu
In the RUNNING society most people will tell you what 9-MILERS are doing is IMPOSSIBLE. Running solid marathons without those endless long and slow 18+ mile training runs. Yet it's happening EVERY DAY 9-Milers are the REBELS. The 'Crazy Ones'. The round pegs in the square holes. They're NOT fond of the traditional running rules. 9-Milers CHANGE things. They PUSH things FORWARD. You can't ignore them. 9-MILERS want to HAVING IT ALL. Living a busy LIFE with work, FAMILY and friends, AND enjoy the THRILL of running marathons at THE BIG EVENTS. Feeling GREAT. POWERFUL. Finish STRONG. FIT. Maybe even FASTER than they EVER thought POSSIBLE. Author and founder of 9MILER4LIFE Marlies Kort, 2h47 marathon finisher and Ironman 70.3 World Champion F40-44, doesn't want to CHANGE the way you're training today. With The 9-Mile Marathon Training System Marlies Kort wants to replace it with something TOTALLY NEW; training, running and 'living' The 9-Miler Way.
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A History of Macedonia. Volume III: 336-167 BC

A History of Macedonia. Volume III: 336-167 BC

N. G. L. Hammond; F. W. Walbank

Clarendon Press
1988
sidottu
This volume carries the history of Macedonia through from the death of Philip II to the end of its existence as an independent state in 167 BC. Its expansion in the reign of Alexander is one of the miracles of history. An attempt is made to understand the internal sources of strength of the kingdom and the impact of Alexander's career upon the Macedonians, the Greek states, and the Balkan area. It then goes on to examine the period of civil war which followed, between the Macedonian generals, each of them claiming to defend the monarchy. After the death of Alexander IV the Macedonian-Hellenistic kingdoms are viewed from the standpoint of Macedonia and the Greek mainland, which remain the central topics of this three-volume history. The final phase is dominated by the wars with Rome; recent discoveries have afforded new insights into Macedonia's contribution to the arts and into the structure and the institutions of this most remarkable of all the monarchic states.
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Electromagnetic Signals

Electromagnetic Signals

Henning F. Harmuth; Malek G.M. Hussain; Raouf N. Boules

Kluwer Academic/Plenum Publishers
1999
sidottu
Electromagnetic Signals deals with the practical applications of nonsinusoidal electromagnetic waves or carrier free radars, ultrawideband technology and large relative bandwidth technology. The book is unique since it deals with a number of current conventional radar problems along with proposed solutions.
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