Mathematiques « LE POINT» Terminales A1 - A2 et B - Edition 2017

	Auteur(s):	Fidèle Atchègbê
	Collection:	Edition 2017
	Editeur:	Fidèle Atchègbê
	Année:	2017
	Langue:	Français
	Pages:	121 pages
	Taille:	61.7 MB
	Extension:	PDF

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[content title="Description"]L'un des problemes que rencontrent nos apprenants des classes de Terminale A,; A2 et B en mathematiques est la quasi inexistence d' un document specifiquement adapte aux Nouveaux Programmes d'Etude.

Nous avons voulu combler ce vide en ecrivant Mathematiques « LE POINT» Terminale A1 - A2 et B.

Ce document comporte :

- le resume de chaque situation d'apprentissage a travers les differentes sequences ;


- des exercices sur chaque sequence

- des sujets de BAC et d'examens blancs departementaux

- les corriges des differents exercices et sujets.

Il n'est exclusivement pas reserve aux apprenants des classes de Terminate A1 - A2 et B car son utilite depend de son utilisateur. [/content]

[content title="Sommaire"] [/content]

[content title="Auteur(s) de l'ouvrage"] [/content]

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Mathématiques CIAM Seconde (2nde) S (scientifique)

	Auteur(s):	Saliou Toure, Collectif
	Collection:	Mathématiques ciam / série scientifique
	Editeur:	EDICEF
	Année:	08 Août 1997
	Langue:	Français
	Pages:	257 pages
	Taille:	50.3 MB | 264 MB
	Extension:	PDF

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[content title="Description"]

Organisation d'un chapitre Le cours permet à l'élève de reprendre seul le travail effectué en classe avec le professeur. L'essentiel à mémoriser est constitué de définitions, propriétés, méthodes, tableaux récapitulatifs. Des activités présentent :
- soit l'introduction d'une notion ;
- soit une démarche pour démontrer une propriété ou un problème ;
- soit une démarche pratique pour appliquer une méthode ou une technique.
Des exercices d'application directe sont placés après chaque paragraphe.
Les exercices (entraînement, problèmes, approfondissement) clôturent chacun des chapitres.
Des informations historiques, scientifiques, technologiques, culturelles... apportent un plus au thème du chapitre.

[/content]

[content title="Sommaire"] [/content]

[content title="Auteur(s) de l'ouvrage"]Saliou Toure, professeur à l'Université d'Abidjan, président de la Société mathématique de Côte d'Ivoire, directeur de l'Institut de recherche mathématiques, IRMA, Abidjan (en 1991). [/content]

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The Determination of Units in Real Cyclic Sextic Fields

	Author(s):	Sirpa Mäki
	Collection:	Lecture Notes in Mathematics 797
	Publisher:	Springer-Verlag Berlin Heidelberg
	Year:	1980
	Language:	English
	Pages:	207 pages
	Size:	845 KB
	Extension:	DJVU

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[content title="Description"]Real cyclic cubic fields.- Real cyclic sextic fields.- The function ? and the structure of UR.- Bergstrom's product formula.- Bergstrom's product formula in the case of real cyclic sextic fields.- Formulas for computing ?A.- The class number of K6.- The signature rank of U6.- The computer program.- Numerical results.
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[content title="Content"] [/content]

[content title="About the author"]Mäki, Sirpa
MR Author ID: 118580
Earliest Indexed Publication: 1980
Total Publications: 5
Total Citations: [/content]

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Math : Encounters with high school students

	Author(s):	Serge Lang
	Collection:
	Publisher:	Springer
	Year:	1985
	Language:	English
	Pages:	145 pages
	Size:	1.01 MB
	Extension:	DJVU

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[content title="Description"]Dieses Buch enthalt eine Sammlung von Dialogen des bekannten Mathematikers Serge Lang mit Schulern. Serge Lang behandelt die Schuler als seinesgleichen und zeigt ihnen mit dem ihm eigenen lebendigen Stil etwas vom Wesen des mathematischen Denkens. Die Begegnungen zwischen Lang und den Schulern sind nach Bandaufnahmen aufgezeichnet worden und daher authentisch und lebendig. Das Buch stellt einen frischen und neuartigen Ansatz fur Lehren, Lernen und Genuss von Mathematik vor. Das Buch ist von grossem Interesse fur Lehrer und Schule
[/content]

[content title="Content"] [/content]

[content title="About the author"]Serge Lang , born onMay 19 , 1927at Saint-Germain-en-Laye 3 and died onSeptember 12 , 2005at Berkeley , is a Franco-American mathematician . He is known for his work in number theory and for his textbooks , including the influential Algebra . He was a member of the National Academy of Sciences and of the Bourbaki group . [/content]

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Semi-markov risk models for finance, insurance and reliability

	Author(s):	Jacques Janssen, Raimondo Manca
	Collection:
	Publisher:	Springer
	Year:	2007
	Language:	English
	Pages:	441 pages
	Size:	3.71 MB
	Extension:	PDF

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[content title="Description"]Everyone working in related fields from applied mathematicians to statisticians to actuaries and operations researchers will find this a brilliantly useful practical text. The book presents applications of semi-Markov processes in finance, insurance and reliability, using real-life problems as examples. After a presentation of the main probabilistic tools necessary for understanding of the book, the authors show how to apply semi-Markov processes in finance, starting from the axiomatic definition and continuing eventually to the most advanced financial tools.

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[content title="Content"] [/content]

[content title="About the author"]Jacques Jansen (né Toupin; born Paris, 22 November 1913 – 13 March 2002) was a French baryton-martin singer, particularly associated with the role of Pelléas in the opera by Debussy, but also active in operetta and on the concert platform, and later as a teacher.

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Psychology of advanced mathematical thinking

	Author(s):	E. von Glasersfeld
	Collection:	Mathematics Education Library
	Publisher:	Springer
	Year:	1991
	Language:	English
	Pages:	310 pages
	Size:	2.64 MB
	Extension:	DJVU

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[content title="Description"]Explores the psychology of thinking about post-secondary level mathematics, suggesting that the way it is taught does not correspond to the way it is learned. Addressed to mathematicians and educators in mathematics, considers the nature and cognitive theory of advanced mathematical thinking, and research into its teaching and learning in such areas as functions, calculus, and the Cantorial theory.
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[content title="Content"] [/content]

[content title="About the author"]Ernst von Glasersfeld (March 8, 1917, Munich – November 12, 2010, Leverett, Franklin County, Massachusetts) was a philosopher, and emeritus professor of psychology at the University of Georgia, research associate at the Scientific Reasoning Research Institute, and adjunct professor in the Department of Psychology at the University of Massachusetts Amherst. He was a member of the board of trustees of the American Society for Cybernetics, from which he received the McCulloch Memorial Award in 1991. He was a member of the scientific board of the Instituto Piaget, Lisbon. Glasersfeld is known for the development of radical constructivism. [/content]

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An Introduction to Mathematical Modeling : A Course in Mechanics

	Author(s):	J. Tinsley Oden
	Collection:
	Publisher:	Wiley
	Year:	2011
	Language:	English
	Pages:	350 pages
	Size:	2.56 MB
	Extension:	PDF

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[content title="Description"]A modern approach to mathematical modeling, featuring unique applications from the field of mechanics

An Introduction to Mathematical Modeling: A Course in Mechanics is designed to survey the mathematical models that form the foundations of modern science and incorporates examples that illustrate how the most successful models arise from basic principles in modern and classical mathematical physics. Written by a world authority on mathematical theory and computational mechanics, the book presents an account of continuum mechanics, electromagnetic field theory, quantum mechanics, and statistical mechanics for readers with varied backgrounds in engineering, computer science, mathematics, and physics.

The author streamlines a comprehensive understanding of the topic in three clearly organized sections:

Nonlinear Continuum Mechanics introduces kinematics as well as force and stress in deformable bodies; mass and momentum; balance of linear and angular momentum; conservation of energy; and constitutive equations [/content]

[content title="Content"] [/content]

[content title="About the author"]John Tinsley Oden is an American mathematician born onDecember 25, 1936known for his work in mathematical physics in the field of structural calculation, in particular for his seminal work on finite elements. [/content]

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How to Solve Mathematical Problems

	Author(s):	Wayne A. Wickelgren
	Collection:
	Publisher:	Dover Publications
	Year:	1995
	Language:	English
	Pages:	275 pages
	Size:	2.35 MB
	Extension:	DJVU

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[content title="Description"]Seven problem-solving techniques include inference, classification of action sequences, subgoals, contradiction, working backward, relations between problems, and mathematical representation. Also, problems from mathematics, science, and engineering with complete solutions.
[/content]

[content title="Content"] [/content]

[content title="About the author"](4 June 1938 - 2 November 2005)
Education
University of California, Berkeley, Ph.D., Psychology, 1962
Harvard University, A.B., Social Relations, Summa cum laude, 1960
Honors and Awards
Elected to membership, Society of Experimental Psychologists, 1984
Elected to Fellow in the American Association for the Advancement of Science, 1980
Woodrow Wilson Fellowship, 1961-1962
University Fellowship, University of California, Berkeley, 1960-1961
Honorary Harvard National Scholarship, 1956-1960
National Merit Scholarship, 1956-1960
Phi Beta Kappa, 1960
[/content]

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Geometric Mechanics -1798

	Author(s):	Waldyr Muniz Oliva
	Collection:
	Publisher:	Springer
	Year:	2002
	Language:	English
	Pages:	272 pages
	Size:	1.95 MB
	Extension:	PDF

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[content title="Description"]Based on a graduate course given by the author at Yale University this book deals with complex analysis (analytic capacity), geometric measure theory (rectifiable and uniformly rectifiable sets) and harmonic analysis (boundedness of singular integral operators on Ahlfors-regular sets). In particular, these notes contain a description of Peter Jones' geometric traveling salesman theorem, the proof of the equivalence between uniform rectifiability and boundedness of the Cauchy operator on Ahlfors-regular sets, the complete proofs of the Denjoy conjecture and the Vitushkin conjecture (for the latter, only the Ahlfors-regular case) and a discussion of X. Tolsa's solution of the Painlevé problem.
[/content]

[content title="Content"] [/content]

[content title="About the author"]Waldyr Muniz Oliva (June 16, 1930) is a Brazilian mathematician , researcher and university professor . He also served as an academic administrator, was director of the Institute of Mathematics and Statistics at the University of São Paulo from 1973 to 1977, and rector of the University of São Paulo from 1978 to 1982. [/content]

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Uses of Infinity

	Author(s):	Leo Zippin
	Collection:
	Publisher:	Dover Publications
	Year:	2000
	Language:	English
	Pages:	158 pages
	Size:	1.14 MB
	Extension:	DJVU

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[content title="Description"]Intriguing, accessible approach leads to an excellent grasp of fundamental notions of infinity used in calculus, other mathematical disciplines. Numerous problems appear throughout, with solutions.
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[content title="Content"] [/content]

[content title="About the author"]Leo Zippin (1905 – May 11, 1995) was an American mathematician.[1] He is best known for solving Hilbert's Fifth Problem with Deane Montgomery and Andrew M. Gleason in 1952. [/content]

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Analytic sets : London school 1978

	Author(s):	Rogers
	Collection:
	Publisher:	Academic Press
	Year:	1980
	Language:	English
	Pages:	504 pages
	Size:	2.08 MB
	Extension:	DJVU

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[content title="Description"] Year: 1,981
Pages: 499
Pages In File: 504
Language: English
Issue: до 2011-01
Identifier: 0125931506,9780125931502
Ddc: 511.3/2
Lcc: QA331 .A655
Org File Size: 4,920,338
Extension: djvu [/content]

[content title="Content"] [/content]

[content title="About the author"]Rogers is mathematician. [/content]

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Lectures on p-divisible groups

	Author(s):	M. Demazure
	Collection:	Lecture Notes in Mathematics 302
	Publisher:	Springer
	Year:	1972
	Language:	English
	Pages:	103 pages
	Size:	809 KB
	Extension:	DJVU

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[content title="Description"]Part of the book series: Lecture Notes in Mathematics (LNM, volume 302) [/content]

[content title="Content"] [/content]

[content title="About the author"] M. Demazure is a Mathematician . [/content]

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Potential Theory

	Author(s):	John Wermer
	Collection:	Lecture Notes in Mathematics 408
	Publisher:	Springer-Verlag Berlin Heidelberg
	Year:	1981
	Language:	English
	Pages:	174 pages
	Size:	781 KB
	Extension:	DJVU

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[content title="Description"]In mathematics and mathematical physics, potential theory is the study of harmonic functions.

The term "potential theory" was coined in 19th-century physics when it was realized that two fundamental forces of nature known at the time, namely gravity and the electrostatic force, could be modeled using functions called the gravitational potential and electrostatic potential, both of which satisfy Poisson's equation—or in the vacuum, Laplace's equation. [/content]

[content title="Content"] [/content]

[content title="About the author"]John Wermer is a mathematician specializing in Complex analysis.[1]

Wermer received his Ph.D. from Harvard University in 1951 under the supervision of George Whitelaw Mackey.[2]

In 1962 Wermer was an invited speaker at the International Congress of Mathematicians in Stockholm.[3]

In 2012, Wermer became a fellow of the American Mathematical Society [/content]

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Phylogenetics

	Author(s):	Charles Semple, Mike Steel
	Collection:	Oxford lecture series in mathematics and its applications 24
	Publisher:	Oxford University Press
	Year:	2003
	Language:	English
	Pages:	247 pages
	Size:	2.12 MB
	Extension:	DJVU

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[content title="Description"]'Phylogenetics' is the reconstruction and analysis of phylogenetic (evolutionary) trees and networks based on inherited characteristics. It is a flourishing area of intereaction between mathematics, statistics, computer science and biology. The main role of phylogenetic techniques lies in evolutionary biology, where it is used to infer historical relationships between species. However, the methods are also relevant to a diverse range of fields including epidemiology, ecology, medicine, as well as linguistics and cognitive psychology This book is intended for biologists interested in the mathematical theory behind phylogenetic methods, and for mathematicians, statisticians, and computer scientists eager to learn about this emerging area of discrete mathematics. 'Phylogenetics' in the 24th volume in the Oxford Lecture Series in Mathematics and its Applications. This series contains short books suitable for graduate students and researchers who want a well-written account of mathematics that is fundamental to current to research. The series emphasises future directions of research and focuses on genuine applications of mathematics to finance, engineering and the physical and biological sciences. [/content]

[content title="Content"] [/content]

[content title="About the author"]Michael A. Steel (born May 1960) is a New Zealand mathematician and statistician, a Distinguished Professor of mathematics and statistics [1] and the Director of the Biomathematics Research Centre at the University of Canterbury in Christchurch, New Zealand.[2] He is known for his research on modeling and reconstructing evolutionary trees. [/content]

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Le Spectre D'Une Variete Riemannienne

	Auteur(s):	Marcel Gauduchon, Paul and Edmond Mazet Berger
	Collection:	Lecture Notes in Mathematics
	Editeur:	Springer-Verlag
	Année:	1971
	Langue:	Français
	Pages:	258 pages
	Taille:	1.86 MB
	Extension:	DJVU

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[content title="Description"]Le Spectre d`une Variete Riemannienne (Lecture Notes in Mathematics) (French Edition) [paperback] Berger, Marcel,Gauduchon, Paul,Mazet, Edmond [Jun 28, 1971]

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[content title="Sommaire"] [/content]

[content title="Auteur(s) de l'ouvrage"]Paul Gauduchon (né le 22 mars 1945) est un mathématicien français, spécialiste de la géométrie différentielle.

Gauduchon étudie à partir de 1965 à l'École polytechnique et mène des recherches à partir de 1968 pour le CNRS. En 1975, il a obtenu un doctorat sous la direction d'André Lichnerowicz à l'Université de Paris VII (Sur quelques propriétés des fibrés holomorphes)1 et d'une habilitation en 1986. Depuis 1990, il est directeur de recherches du CNRS au Centre de mathématiques Laurent-Schwartz de l'École polytechnique.

Il a donné son nom à la métrique de Gauduchon.Marcel Berger, né le 14 avril 1927 à Paris et mort le 15 octobre 2016, est un mathématicien français, spécialiste de la géométrie différentielle et ancien directeur de l'Institut des hautes études scientifiques (IHÉS).

[/content]

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Analytic Functions Smooth up to the Boundary

	Author(s):	Nikolai A. Shirokov , Sergei V. Khrushchev
	Collection:	Lecture Notes in Mathematics 1312
	Publisher:	Springer-Verlag Berlin Heidelberg
	Year:	1988
	Language:	English
	Pages:	222 pages
	Size:	1.62 MB
	Extension:	DJVU

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[content title="Description"]This research monograph concerns the Nevanlinna factorization of analytic functions smooth, in a sense, up to the boundary. The peculiar properties of such a factorization are investigated for the most common classes of Lipschitz-like analytic functions. The book sets out to create a satisfactory factorization theory as exists for Hardy classes. The reader will find, among other things, the theorem on smoothness for the outer part of a function, the generalization of the theorem of V.P. Havin and F.A. Shamoyan also known in the mathematical lore as the unpublished Carleson-Jacobs theorem, the complete description of the zero-set of analytic functions continuous up to the boundary, generalizing the classical Carleson-Beurling theorem, and the structure of closed ideals in the new wide range of Banach algebras of analytic functions. The first three chapters assume the reader has taken a standard course on one complex variable; the fourth chapter requires supplementary papers cited there. The monograph addresses both final year students and doctoral students beginning to work in this area, and researchers who will find here new results, proofs and methods. [/content]

[content title="Content"] [/content]

[content title="About the author"]Nikolai A. Shirokov is a Mathematician [/content]

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Semi-Martingales et Grossissement d'une Filtration

	Author(s):	T. Jeulin
	Collection:	Lecture Notes in Mathematics
	Publisher:	Springer
	Year:	1980
	Language:	English
	Pages:	153 pages
	Size:	1.00 MB
	Extension:	DJVU

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[content title="Description"] Semi-Martingales et Grossissement d'une Filtration [/content]

[content title="Content"] [/content]

[content title="About the author"]T. Jeulin is a mathematician. [/content]

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Real Functions—Current Topics

	Author(s):	Vasile Ene
	Collection:	Lecture Notes in Mathematics 1603
	Publisher:	Springer-Verlag Berlin Heidelberg
	Year:	1995
	Language:	English
	Pages:	325 pages
	Size:	2.42 MB
	Extension:	DJVU

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[content title="Description"]Most books devoted to the theory of the integral have ignored the nonabsolute integrals, despite the fact that the journal literature relating to these has become richer and richer. The aim of this monograph is to fill this gap, to perform a study on the large number of classes of real functions which have been introduced in this context, and to illustrate them with many examples. This book reports on some recent advances in the theory of real functions and can serve as a textbook for a course in the subject, and to stimulate further research in this exciting field. [/content]

[content title="Content"] [/content]

[content title="About the author"]Vasile Ene is a mathematician. [/content]

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Optimal design of experiments

	Author(s):	Friedrich Pukelsheim
	Collection:	Classics in applied mathematics 50
	Publisher:	Society for Industrial and Applied Mathematics
	Year:	2006
	Language:	English
	Pages:	487 pages
	Size:	3.64 MB
	Extension:	DJVU

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[content title="Description"]Optimal Design of Experiments offers a rare blend of linear algebra, convex analysis, and statistics. The optimal design for statistical experiments is first formulated as a concave matrix optimization problem. Using tools from convex analysis, the problem is solved generally for a wide class of optimality criteria such as D-, A-, or E-optimality. The book then offers a complementary approach that calls for the study of the symmetry properties of the design problem, exploiting such notions as matrix majorization and the Kiefer matrix ordering. The results are illustrated with optimal designs for polynomial fit models, Bayes designs, balanced incomplete block designs, exchangeable designs on the cube, rotatable designs on the sphere, and many other examples.
Since the book’s initial publication in 1993, readers have used its methods to derive optimal designs on the circle, optimal mixture designs, and optimal designs in other statistical models. Using local linearization techniques, the methods described in the book prove useful even for nonlinear cases, in identifying practical designs of experiments.

Audience This book is indispensable for anyone involved in planning statistical experiments, including mathematical statisticians, applied statisticians, and mathematicians interested in matrix optimization problems. [/content]

[content title="Content"] [/content]

[content title="About the author"]Friedrich Pukelsheim was born on 8 September, 1948 in Solingen, North Rhine-Westphalia, Germany, is an Actor. Discover Friedrich Pukelsheim's Biography, Age, Height, Physical Stats, Dating/Affairs, Family and career updates. Learn How rich is She in this year and how She spends money? Also learn how She earned most of networth at the age of 73 years old? [/content]

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Common errors in statistics

	Author(s):	Phillip I. Good, James W. Hardin
	Collection:	and How to Avoid Them
	Publisher:	Wiley-Interscience
	Year:	2003
	Language:	English
	Pages:	220 pages
	Size:	918 KB
	Extension:	PDF

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[content title="Description"]A textbook for students who have taken an undergraduate course or two in statistics, and know in theory about the various methods, but not necessarily how or when to use them. It revisits familiar terms and concepts in a mathematically rigorous but non-technically written foundation for statistical procedures.
[/content]

[content title="Content"] [/content]

[content title="About the author"]Phillip I. Good (born in 1937) is a Canadian-American mathematical statistician. He was educated at McGill University and the University of California at Berkeley. He has been married to Dorothy Marie LaGrandeur since 21 January 1997/

He was among the first to apply the bootstrap in his 1975 analyses of 2×2 designs with a missing cell.[pub 1] His chief contributions to statistics are in the area of small sample statistics, including a uniformly most powerful unbiased (UMPU) permutation test for Type I censored data,[pub 2] an exact test for comparing variances, and an exact test for cross-over designs.[ [/content]

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