Category: Ebook

[Springer GTM] 139 Bredon – Topology and Geometry

General:

Name: [Springer GTM] 139 Bredon – Topology and Geometry
Format: pdf
Size: 45.66 MB

Book:

Title: Geometria i topologia Cz. 1 Geometria
Author: Karol Sieklucki
Language: polski
Year: 1978
Subjects: N/A
Publisher: Wydawnictwo: Wydawnictwo Naukowe PWN
ISBN: 8301013702
Total pages: 571

Description:

Ta książka nie posiada jeszcze opisu.

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[Springer GTM] 138 Cohen – A Course in Computational Algebraic Number Theory

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Name: [Springer GTM] 138 Cohen – A Course in Computational Algebraic Number Theory
Format: pdf
Size: 50.22 MB

Book:

Title: Complete Course in Magic
Author: Mark Wilson
Language: angielski
Year: 2003
Subjects: N/A
Publisher: Wydawnictwo: Running Press
ISBN: 9780762414550
Total pages: 556

Description:

From one of the world’s premier practitioners of classic magic, with years of experience instructing younger readers in the magical arts, comes this new revision of his complete guide to learning and performing fantastic feats of prestidigitation. Acclaimed by the Los Angeles Times as "the text that young magicians swear by," it’s full of step-by-step instructions. More than 2,000 illustrations provide the know-how behind 300 techniques, from basic card tricks to advanced levitation, along with advice on planning and staging a professional-quality magic show.

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[Springer GTM] 137 Axler, Bourdon, Ramey – Harmonic Function Theory

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Name: [Springer GTM] 137 Axler, Bourdon, Ramey – Harmonic Function Theory
Format: pdf
Size: 1.66 MB

Book:

Title: Axle’s Brand
Author: C.M. Owens
Language: angielski
Year: 2017
Subjects: N/A
Publisher: Wydawnictwo: Owens Publishing
ISBN: N/A
Total pages: 261

Description:

Fate is just a made-up word used to give us hope or absolution. We find hope when we believe bad things happen to us for a reason. We find absolution when we feel as though the wrongs of our past were just fate’s twisted design to bring us to our present, and all of it was out of our hands.

Of course, I sort of change my mind after meeting Axle. The man with scars and haunted, cold eyes. The man who only warms when he is around me. The first man I believe won’t cost me my life. The first man I’ve ever believed to actually be honorable, despite the fact he’s a ruthless criminal.

Only the craziest of fates could have put us in the paths of each other. More of a collision course, really.

Life gets complicated. Shit happens. And I sort of fall harder than I thought possible.

The first time we met, I was in my pajamas and cowering on the floorboard of his SUV, hiding from my very insane brother. Lovely first impression, I assure you.

The second time we met, I was literally skating around a bunch of corpses, because I’m slightly crazy like that. Long story.

Obviously my second impression had just as much impact as my first. Because he fell head-over-heels in love with me in that instant.

Kidding. That last part is complete bullshit. Axle is far more complicated than insta-love nonsense. Which is one of my favorite things about him.

Everything about us is perfectly complicated and wonderfully disastrous.

It’s what every girl dreams of.as long as they’re as crazy as I am.

And I’m just crazy enough to hold on, because I don’t mind being the psycho chick in roller skates, who is flipping fate the bird when it tries to intervene again. It’s just one of my quirks. Turns out, I’m Axle’s brand of crazy too.

Life should be really freaking interesting. Or catastrophic. Or psychopathic.
I guess it depends on how much madness you can embrace.

*Adult language

*Sexual content

*Violence

*Not fit for someone who loves rainbows in books. Never mind. There’s a rainbow in here.

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[Springer GTM] 135 Roman – Advanced Linear Algebra

General:

Name: [Springer GTM] 135 Roman – Advanced Linear Algebra
Format: pdf
Size: 2.13 MB

Book:

Title: Introduction to Linear Algebra
Author: Gilbert Strang
Language: angielski
Year: 2016
Subjects: N/A
Publisher: Wydawnictwo: Cambridge University Press
ISBN: N/A
Total pages: 541

Description:

Undergraduate mathematics textbooks are not what they used to be, and Gilbert Strang’s superb new edition of Introduction to Linear Algebra is an example of everything that a modern textbook could possibly be, and more.
First, let us consider the book itself. As with his classic Linear Algebra and its Applications (Academic Press) from forty years ago, Strang’s new edition of Introduction to Linear Algebra keeps one eye on the theory, the other on applications, and has thestated goal of "opening linear algebra to the world" (Preface, page x).Aimed at the serious undergraduate student – though not just thoseundergraduates who fill the lecture halls of MIT, Strang’s homeinstitution – the writing is engaging and personal, and the presentation is exceptionally clear and informative (even seasoned instructors maybenefit from Strang’s insights). The first six chapters offer atraditional first course that covers vector algebra and geometry,systems of linear equations, vector spaces and subspaces, orthogonality, determinants, and eigenvalues and eigenvectors. The next three chapters are devoted to the singular value decomposition, lineartransformations, and complex numbers and complex matrices, followed bychapters that address a wide range of contemporary applications andcomputational issues. The book concludes with a brief but cogenttreatment of linear statistical analysis.
I would like to stress that there is arichness to the material that goes beyond most texts at this level.Included are guides to websites and to OpenCourseWare, which I shallcomment upon later in this review. The final page lists "Six GreatTheorems of Linear Algebra." Chapter 7 begins with an informativeaccount of image compression, and would be wonderful material for an undergraduate student to present in a seminar to other students.

Strang’s experience at writing and teachinglinear algebra is apparent in the layout of the typeset. Offset in bluetype are topic-specific headings that indicate what is contained in thecontent of the text to follow. For example, on page 5, after developingmaterial on linear combinations of vectors, we find the heading "TheImportant Questions." On page 149, after studying the null space, thereis a subsection with the heading "Elimination: The Big Picture." Eachsection contains the headings "Review of the Key Ideas," "WorkedExamples," "Problems," and "Challenge Problems." These sections areessential reading for the instructor, not just the student. The WorkedExamples include material such as the Gershgorin Circle Theorem, whilethe Problems and Challenge Problems offer the student a chance to master basic ideas and to think much more mathematically about the conceptsunder study. For example, Problem 29 of Chapter 6 asks for thecomputation of the eigenvalues of three matrices (not just genericmatrices, but matrices with structure and, thus, a chance to learnsomething about how the features of the matrix influence theeigenvalues),while Problem 39 of the same chapter asks for the possible values of the determinants, traces, and eigenvalues of the six 3 X 3permutation matrices. There is nothing here that can be said to be dry,uninteresting, or irrelevant; rarely does an undergraduate mathematicstext feel so alive as this one.

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[Springer GTM] 134 Roman – Coding and Information Theory

General:

Name: [Springer GTM] 134 Roman – Coding and Information Theory
Format: pdf
Size: 29.03 MB

Book:

Title: jpg.dvi
Author: Tennessee Williams
Language: angielski
Year: 1993
Subjects: N/A
Publisher: Wydawnictwo: New Directions
ISBN: 9780811212496
Total pages: 253

Description:

The Roman Spring of Mrs. Stone is vintage Tennessee Williams.
Published in 1950, his first novel was acclaimed by Gore Vidal as "Splendidly written, precise, short, complete and fine."
It is the story of a wealthy, fiftyish American widow, recently a famous stage beauty, but now "drifting." The novel opens soon after her husband’s death and her retirement from the theatre, as Mrs. Stone tries to adjust to her aimless new life in Rome. She is adjusting, too, to aging ("The knowledge that her beauty was lost had come upon her recently and it was still occasionally forgotten.") With poignant wit and his own particular brand of relish, Williams charts her drift into an affair with a cruel young gigolo: "As compelling, as fascinating, and as technically skilled as his plays."

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[Springer GTM] 133 Harris – Algebraic Geometry

General:

Name: [Springer GTM] 133 Harris – Algebraic Geometry
Format: pdf
Size: 28.91 MB

Book:

Title: Analytic and Algebraic Geometry
Author: Tadeusz Krasiński, Spodzieja Stanisław
Language: polski
Year: 2014
Subjects: N/A
Publisher: Wydawnictwo: Wydawnictwo Uniwersytetu Łódzkiego
ISBN: 9788379692439
Total pages: 344

Description:

Annual Conferences in Analytic and Algebraic Geometry have been organized by Faculty of Mathematics and Computer Science of the University of Łódź since 1980. Until now, proceedings of these conferences (mainly in Polish) have comprised educational materials describing current state of a branch of mathematics, new approaches to known topics, and new proofs of known results (http://konfrogi.math.uni.lodz.pl/).
The volume include new results and survey articles concerning real and complex alge-braic geometry, singularities of curves and hypersurfaces, invariants of singularities (the Milnor number, degree of C0-sufficiency),algebraic theory of derivations and others topics.
English translation of the Polish version of an article by Stanisław Łojasiewicz (1926-2002) devoted to the famous Hironaka theorem on resolution of singularities. It contains his original approach to the problem in the case of curves and coherent analytic sheaves on 2-dimensional manifolds. This interesting article has not yet been available in English.
The volume is dedicated to the memory of Stanisław Łojasiewicz. We are deeply indebt-ed to him for introducing the topics of analytic and algebraic geometry in the Łódź mathematical centre.

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[Springer GTM] 131 Lam – A First Course in Noncommutative Rings (2nd ed)

General:

Name: [Springer GTM] 131 Lam – A First Course in Noncommutative Rings (2nd ed)
Format: pdf
Size: 41.05 MB

Book:

Title: A First Course in Noncommutative Rings (2nd ed.)
Author: Tsit Yuen Lam
Language: polski
Year: 2001
Subjects: N/A
Publisher: Wydawnictwo: Springer
ISBN: 9780387951836
Total pages: 405

Description:

A First Course in Noncommutative Rings, an outgrowth of the author’s lectures at the University of California at Berkeley, is intended as a textbook for a one-semester course in basic ring theory. The material covered includes the Wedderburn-Artin theory of semisimple rings, Jacobson’s theory of the radical, representation theory of groups and algebras, prime and semiprime rings, local and semilocal rings, perfect and semiperfect rings, etc. By aiming the level of writing at the novice rather than the connoisseur and by stressing th the role of examples and motivation, the author has produced a text that is suitable not only for use in a graduate course, but also for self- study in the subject by interested graduate students. More than 400 exercises testing the understanding of the general theory in the text are included in this new edition.

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[Springer GTM] 130 Dodson, Poston – Tensor Geometry

General:

Name: [Springer GTM] 130 Dodson, Poston – Tensor Geometry
Format: pdf
Size: 38.38 MB

Book:

Title: O geometrii dla postronnych
Author: Marek Kordos, Lech Włodarski
Language: polski
Year: 1981
Subjects: N/A
Publisher: Wydawnictwo: Wydawnictwo Naukowe PWN
ISBN: 8301027886
Total pages: 449

Description:

W Przedmowie autorzy piszą, że ich książka jest próbą odpowiedzi na pytanie o zajęcia, jakim oddają się geo­metrzy, i wyrażają nadzieję, że jej lektura nie znuży, ani nie okaże się zbyt błaha. Że nie błaha, to prawda bez­sprzeczna, ale czy nie znuży? Nie chcę powiedzieć, że książka jest nudna, jest natomiast okropnie męcząca, o czym dalej powiem więcej.

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[Springer GTM] 128 Rauch – Partial Differential Equations

General:

Name: [Springer GTM] 128 Rauch – Partial Differential Equations
Format: pdf
Size: 26.38 MB

Book:

Title: Equal parts
Author: Emma Winters
Language: angielski
Year: 2012
Subjects: N/A
Publisher: Wydawnictwo: Amazon Digital Services
ISBN: N/A
Total pages: 275

Description:

Nobody knows happiness better than nineteen-year-old Felicity Eastwood. For years now, she’s been ‘gifted’ with the ability to collect and transfer happiness to anyone at will. Well, everyone except herself.
That is until Achilles – renowned criminal mastermind with a face painted like Death and enough charm to cause hormonal riots – crashes into Felicity’s world and makes her feel . something.

Determined not to let such a coveted superpower slip beyond his reach, Achilles kidnaps Felicity, hoping to use her ability to brave his own skeletons. Felicity is only a half-unwilling prisoner though, forgoing escape to learn more of the man behind the mask and pursue the inexplicable spark between them.

As the lines between hero and villain begin to blur, Felicity finds herself wondering if Achilles might be the key to her own happiness at long last. Is it possible to be so happy with someone so dangerous?

But Achilles isn’t the only villain in the town, and the pursuit of happiness can be a deadly hunt.

Equal Parts is a 78,000-word New Adult novel. It is recommended for readers 17+.

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[Springer GTM] 126 Borel – Linear Algebraic Groups

General:

Name: [Springer GTM] 126 Borel – Linear Algebraic Groups
Format: pdf
Size: 41.33 MB

Book:

Title: Introduction to Linear Algebra
Author: Gilbert Strang
Language: angielski
Year: 2016
Subjects: N/A
Publisher: Wydawnictwo: Cambridge University Press
ISBN: N/A
Total pages: 301

Description:

Undergraduate mathematics textbooks are not what they used to be, and Gilbert Strang’s superb new edition of Introduction to Linear Algebra is an example of everything that a modern textbook could possibly be, and more.
First, let us consider the book itself. As with his classic Linear Algebra and its Applications (Academic Press) from forty years ago, Strang’s new edition of Introduction to Linear Algebra keeps one eye on the theory, the other on applications, and has thestated goal of "opening linear algebra to the world" (Preface, page x).Aimed at the serious undergraduate student – though not just thoseundergraduates who fill the lecture halls of MIT, Strang’s homeinstitution – the writing is engaging and personal, and the presentation is exceptionally clear and informative (even seasoned instructors maybenefit from Strang’s insights). The first six chapters offer atraditional first course that covers vector algebra and geometry,systems of linear equations, vector spaces and subspaces, orthogonality, determinants, and eigenvalues and eigenvectors. The next three chapters are devoted to the singular value decomposition, lineartransformations, and complex numbers and complex matrices, followed bychapters that address a wide range of contemporary applications andcomputational issues. The book concludes with a brief but cogenttreatment of linear statistical analysis.
I would like to stress that there is arichness to the material that goes beyond most texts at this level.Included are guides to websites and to OpenCourseWare, which I shallcomment upon later in this review. The final page lists "Six GreatTheorems of Linear Algebra." Chapter 7 begins with an informativeaccount of image compression, and would be wonderful material for an undergraduate student to present in a seminar to other students.

Strang’s experience at writing and teachinglinear algebra is apparent in the layout of the typeset. Offset in bluetype are topic-specific headings that indicate what is contained in thecontent of the text to follow. For example, on page 5, after developingmaterial on linear combinations of vectors, we find the heading "TheImportant Questions." On page 149, after studying the null space, thereis a subsection with the heading "Elimination: The Big Picture." Eachsection contains the headings "Review of the Key Ideas," "WorkedExamples," "Problems," and "Challenge Problems." These sections areessential reading for the instructor, not just the student. The WorkedExamples include material such as the Gershgorin Circle Theorem, whilethe Problems and Challenge Problems offer the student a chance to master basic ideas and to think much more mathematically about the conceptsunder study. For example, Problem 29 of Chapter 6 asks for thecomputation of the eigenvalues of three matrices (not just genericmatrices, but matrices with structure and, thus, a chance to learnsomething about how the features of the matrix influence theeigenvalues),while Problem 39 of the same chapter asks for the possible values of the determinants, traces, and eigenvalues of the six 3 X 3permutation matrices. There is nothing here that can be said to be dry,uninteresting, or irrelevant; rarely does an undergraduate mathematicstext feel so alive as this one.

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https://rapidgator.net/file/40456062e418d6a0e1c42794606d8059/4p9q2p079fy9lh7piyk8l6.pdf