Usted se encuentra revisando un registro bibliográfico de la BDU Para conocer mas sobre la Base de Datos Unificada haga click en el ícono del home

Titulos:
Analysis by its history / E. Hairer, G. Wanner
Idiomas:
eng
ISBN:
0387945512
Lugar de Edición:
Nueva York:
Editor:
Springer,
Fecha de Edición:
c1996
Notas Formateada:
I.Introduction to analysis of the infinite: I.1.Cartesian coordinates and polynomial fuctions - I.2.Exponentials and the binomila theorem - I.3.Logarithms and areas - I.4.Trigonometric fuctions - I.5.Complex numbers and functions - I.6.Continued fractions -- II.Differential and Integral calculus: II.1.The derivative - II.2.Higher derivatives and Taylor series - II.3.Envelopes and curvature - II.4.Integral calculus - II.5.Functions with elementary integral - II.6.Approximate computation of integrals - II.7.Ordinary differential equations - II.8.Linear differential equations - II.9.Numerical solution of differential equations - II.10.The Euler-maclaurin summation formula -- III.Foundations of classical analysis: III.1.Infinite sequences and real numbers - III.2.Infinite series - III.3.Real functions and cointinuity - III.4.Uniform convergence and uniform continuity - III.5.The Riemann integral - III.6.Differentiable functions - III.7.Power series and Taylor series - III.8.Impropers integrals - III.9.Two theorems on continiuous functions -- IV.Calculus in several variables: IV.1.Topology of n-dimensionals space - IV.2.Continuous fuctions - IV.3.Differentiable functions of several variables - IV.4.Higher derivatives and taylor series - IV.5.Multiple integrals
Palabras clave:
ANALISIS MATEMATICO; CALCULO INTEGRAL; CALCULO DIFERENCIAL; ECUACIONES DIFERENCIALES; FUNCIONES; INTEGRALES MULTIPLES

Leader:
cam
Campo 003:
AR-BaIT
Campo 008:
270401t1996t xxu|||||||||||||||||eng||
Campo 020:
^a0387945512
Campo 040:
^aITBA^cITBA
Campo 041:
0 ^aeng
Campo 100:
1 ^aHairer, E.^97619
Campo 245:
10^aAnalysis by its history /^cE. Hairer, G. Wanner
Campo 246:
Campo 260:
^aNueva York:^bSpringer,^cc1996
Campo 300:
^ax, 377 p.
Campo 490:
1 ^aUndergraduate texts in mathematics. Readings in mathematics
Campo 505:
0 ^aI.Introduction to analysis of the infinite: I.1.Cartesian coordinates and polynomial fuctions - I.2.Exponentials and the binomila theorem - I.3.Logarithms and areas - I.4.Trigonometric fuctions - I.5.Complex numbers and functions - I.6.Continued fractions -- II.Differential and Integral calculus: II.1.The derivative - II.2.Higher derivatives and Taylor series - II.3.Envelopes and curvature - II.4.Integral calculus - II.5.Functions with elementary integral - II.6.Approximate computation of integrals - II.7.Ordinary differential equations - II.8.Linear differential equations - II.9.Numerical solution of differential equations - II.10.The Euler-maclaurin summation formula -- III.Foundations of classical analysis: III.1.Infinite sequences and real numbers - III.2.Infinite series - III.3.Real functions and cointinuity - III.4.Uniform convergence and uniform continuity - III.5.The Riemann integral - III.6.Differentiable functions - III.7.Power series and Taylor series - III.8.Impropers integrals - III.9.Two theorems on continiuous functions -- IV.Calculus in several variables: IV.1.Topology of n-dimensionals space - IV.2.Continuous fuctions - IV.3.Differentiable functions of several variables - IV.4.Higher derivatives and taylor series - IV.5.Multiple integrals
Campo 650:
4^981^aANALISIS MATEMATICO
Campo 650:
4^9185^aCALCULO INTEGRAL
Campo 650:
4^917234^aCALCULO DIFERENCIAL
Campo 650:
4^9458^aECUACIONES DIFERENCIALES
Campo 650:
4^9605^aFUNCIONES
Campo 650:
4^9739^aINTEGRALES MULTIPLES
Campo 700:
1 ^aWanner, G.^916425
Proveniencia:
^aInstituto Tecnológico Buenos Aires (ITBA) - Biblioteca
Seleccionar y guardar el registro Haga click en el botón del carrito
Institucion:
Instituto Tecnológico Buenos Aires (ITBA)
Dependencia:
Biblioteca

Compartir este registro en Redes Sociales

Seleccionar y guardar el registro Haga click en el botón del carrito