Falls Sie nur an einem bestimmten Exempar interessiert sind, können Sie aus der folgenden Liste jenes wählen, an dem Sie interessiert sind:
Nur diese Ausgabe anzeigen…
Nur diese Ausgabe anzeigen…
Nur diese Ausgabe anzeigen…
Continuous Transformations in Analysis - 15 Angebote vergleichen
Preise | 2014 | 2015 | 2019 |
---|---|---|---|
Schnitt | € 82,61 | € 92,32 | € 106,43 |
Nachfrage |
Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Paperback) (2012)
ISBN: 9783642859915 bzw. 3642859917, in Deutsch, Springer-Verlag Berlin and Heidelberg GmbH Co. KG, Germany, Taschenbuch, neu.
Language: English Brand New Book. The general objective of this treatise is to give a systematic presenta- tion of some of the topological and measure-theoretical foundations of the theory of real-valued functions of several real variables, with particular emphasis upon a line of thought initiated by BANACH, GEOCZE, LEBESGUE, TONELLI, and VITALI. To indicate a basic feature in this line of thought, let us consider a real-valued continuous function I(u) of the single real variable tt. Such a function may be thought of as defining a continuous translormation T under which x = 1 (u) is the image of u. About thirty years ago, BANACH and VITALI observed that the fundamental concepts of bounded variation, absolute continuity, and derivative admit of fruitful geometrical descriptions in terms of the transformation T: x = 1 (u) associated with the function 1 (u). They further noticed that these geometrical descriptions remain meaningful for a continuous transformation T in Euclidean n-space Rff, where T is given by a system of equations of the form 1-/(1 ff) X-I U, .,tt , and n is an arbitrary positive integer. Accordingly, these geometrical descriptions can be used to define, for continuous transformations in Euclidean n-space Rff, n-dimensional concepts 01 bounded variation and absolute continuity, and to introduce a generalized Jacobian without reference to partial derivatives. These ideas were further developed, generalized, and modified by many mathematicians, and significant applications were made in Calculus of Variations and related fields along the lines initiated by GEOCZE, LEBESGUE, and TONELLI. Softcover reprint of the original 1st ed. 1955.
Continuous Transformations in Analysis, with an Introduction to Algebraic Topology (1955)
ISBN: 9783540018971 bzw. 3540018972, in Deutsch, Springer-Verlag, gebundenes Buch, gebraucht.
Some sunfading to spine and cover and a bumped corner, blacked -out owner name inside, else very good. Clean and solid. No jacket.
Continuous Transformations in Analysis
ISBN: 9783642859915 bzw. 3642859917, vermutlich in Englisch, Springer Shop, Taschenbuch, neu.
The general objective of this treatise is to give a systematic presenta tion of some of the topological and measure-theoretical foundations of the theory of real-valued functions of several real variables, with particular emphasis upon a line of thought initiated by BANACH, GEOCZE, LEBESGUE, TONELLI, and VITALI. To indicate a basic feature in this line of thought, let us consider a real-valued continuous function I(u) of the single real variable tt. Such a function may be thought of as defining a continuous translormation T under which x = 1 (u) is the image of u. About thirty years ago, BANACH and VITALI observed that the fundamental concepts of bounded variation, absolute continuity, and derivative admit of fruitful geometrical descriptions in terms of the transformation T: x = 1 (u) associated with the function 1 (u). They further noticed that these geometrical descriptions remain meaningful for a continuous transformation T in Euclidean n-space Rff, where T is given by a system of equations of the form 1-/(1 ff) X-I U, . . . ,tt ,. ", and n is an arbitrary positive integer. Accordingly, these geometrical descriptions can be used to define, for continuous transformations in Euclidean n-space Rff, n-dimensional concepts 01 bounded variation and absolute continuity, and to introduce a generalized Jacobian without reference to partial derivatives. These ideas were further developed, generalized, and modified by many mathematicians, and significant applications were made in Calculus of Variations and related fields along the lines initiated by GEOCZE, LEBESGUE, and TONELLI. Soft cover.
Continuous Transformations in Analysis (2012)
ISBN: 9783642859915 bzw. 3642859917, in Deutsch, Springer-Verlag GmbH, Taschenbuch, neu.
Buchhandlung Kühn GmbH, [4368407].
Neuware - The general objective of this treatise is to give a systematic presenta tion of some of the topological and measure-theoretical foundations of the theory of real-valued functions of several real variables, with particular emphasis upon a line of thought initiated by BANACH, GEOCZE, LEBESGUE, TONELLI, and VITALI. To indicate a basic feature in this line of thought, let us consider a real-valued continuous function I(u) of the single real variable tt. Such a function may be thought of as defining a continuous translormation T under which x = 1 (u) is the image of u. About thirty years ago, BANACH and VITALI observed that the fundamental concepts of bounded variation, absolute continuity, and derivative admit of fruitful geometrical descriptions in terms of the transformation T: x = 1 (u) associated with the function 1 (u). They further noticed that these geometrical descriptions remain meaningful for a continuous transformation T in Euclidean n-space Rff, where T is given by a system of equations of the form 1-/(1 ff) X-I U, . . . ,tt ,. ', and n is an arbitrary positive integer. Accordingly, these geometrical descriptions can be used to define, for continuous transformations in Euclidean n-space Rff, n-dimensional concepts 01 bounded variation and absolute continuity, and to introduce a generalized Jacobian without reference to partial derivatives. These ideas were further developed, generalized, and modified by many mathematicians, and significant applications were made in Calculus of Variations and related fields along the lines initiated by GEOCZE, LEBESGUE, and TONELLI. Taschenbuch.
Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Softcover reprint of the original 1st ed. 1955)
ISBN: 9783642859915 bzw. 3642859917, in Deutsch, Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, Taschenbuch, neu.
BRAND NEW PRINT ON DEMAND., Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Softcover reprint of the original 1st ed. 1955), Tibor Rado, Paul V. Reichelderfer, The general objective of this treatise is to give a systematic presenta- tion of some of the topological and measure-theoretical foundations of the theory of real-valued functions of several real variables, with particular emphasis upon a line of thought initiated by BANACH, GEOCZE, LEBESGUE, TONELLI, and VITALI. To indicate a basic feature in this line of thought, let us consider a real-valued continuous function I(u) of the single real variable tt. Such a function may be thought of as defining a continuous translormation T under which x = 1 (u) is the image of u. About thirty years ago, BANACH and VITALI observed that the fundamental concepts of bounded variation, absolute continuity, and derivative admit of fruitful geometrical descriptions in terms of the transformation T: x = 1 (u) associated with the function 1 (u). They further noticed that these geometrical descriptions remain meaningful for a continuous transformation T in Euclidean n-space Rff, where T is given by a system of equations of the form 1-/(1 ff) X-I U, .,tt , ", and n is an arbitrary positive integer. Accordingly, these geometrical descriptions can be used to define, for continuous transformations in Euclidean n-space Rff, n-dimensional concepts 01 bounded variation and absolute continuity, and to introduce a generalized Jacobian without reference to partial derivatives. These ideas were further developed, generalized, and modified by many mathematicians, and significant applications were made in Calculus of Variations and related fields along the lines initiated by GEOCZE, LEBESGUE, and TONELLI.
Continuous Transformations in Analysis
ISBN: 9783642859915 bzw. 3642859917, vermutlich in Englisch, Springer, Berlin/Heidelberg/New York, NY, Deutschland, neu, Hörbuch.
The general objective of this treatise is to give a systematic presenta tion of some of the topological and measure-theoretical foundations of the theory of real-valued functions of several real variables, with particular emphasis upon a line of thought initiated by BANACH, GEOCZE, LEBESGUE, TONELLI, and VITALI. To indicate a basic feature in this line of thought, let us consider a real-valued continuous function I(u) of the single real variable tt. Such a function may be thought of as defining a continuous translormation T under which x = 1 (u) is the image of u. About thirty years ago, BANACH and VITALI observed that the fundamental concepts of bounded variation, absolute continuity, and derivative admit of fruitful geometrical descriptions in terms of the transformation T: x = 1 (u) associated with the function 1 (u). They further noticed that these geometrical descriptions remain meaningful for a continuous transformation T in Euclidean n-space Rff, where T is given by a system of equations of the form 1-/(1 ff) X-I U, . . . ,tt ,. ", and n is an arbitrary positive integer. Accordingly, these geometrical descriptions can be used to define, for continuous transformations in Euclidean n-space Rff, n-dimensional concepts 01 bounded variation and absolute continuity, and to introduce a generalized Jacobian without reference to partial derivatives. These ideas were further developed, generalized, and modified by many mathematicians, and significant applications were made in Calculus of Variations and related fields along the lines initiated by GEOCZE, LEBESGUE, and TONELLI.
Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Grundlehren der mathematischen Wissenschaften) (2007)
ISBN: 9783540018971 bzw. 3540018972, vermutlich in Englisch, Springer, gebundenes Buch, gebraucht.
Ships with Tracking Number! INTERNATIONAL WORLDWIDE Shipping available. May not contain Access Codes or Supplements. May be ex-library. Shipping & Handling by region. Buy with confidence, excellent customer service!
Continuous Transformations in Analysis. With an Introduction to Algebraic Topology (Die Grundlehren der mathematischen Wissenschaften, Band LXXV) (1955)
ISBN: 9783540018971 bzw. 3540018972, Band: 75, vermutlich in Englisch, Springer-Verlag, gebundenes Buch, gebraucht.
441 pp., Hardcover, very good in an age-toned and lightly chipped dust jacket.
Continuous Transformations in Analysis
ISBN: 3642859917 bzw. 9783642859915, vermutlich in Englisch, Springer-Verlag GmbH, Taschenbuch, neu.
Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Grundlehren der mathematischen Wissenschaften) (1955)
ISBN: 9783540018971 bzw. 3540018972, in Deutsch, Springer, gebraucht.
Gently used. Expect delivery in 2-3 weeks.