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1.

図書

図書
Carl Sagan
出版情報: New York : Ballantine Books, 1997  xxi, 360 p. ; 21 cm
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2.

図書

図書
Peter J. Gosling
出版情報: New York : Springer Science+Business Media, c1999  xiii, 139 p., [1] leaf of plates ; 24 cm
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3.

図書

図書
George F. Simmons
出版情報: New York : McGraw-Hill, c1996  xxiii, 887 p. ; 27 cm
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目次情報: 続きを見る
Numbers, Functions, and Graphs / Chapter 1:
Introduction / 1-1:
The Real Line and Coordinate Plane: Pythagoras / 1-2:
Slopes and Equations of Straight Lines / 1-3:
Circles and Parabolas: Descartes and Fermat / 1-4:
The Concept of a Function / 1-5:
Graphs of Functions / 1-6:
Introductory Trigonometry / 1-7:
The Functions Sin O and Cos O / 1-8:
The Derivative of a Function / Chapter 2:
What is Calculus ? / 2-0:
The Problems of Tangents / 2-1:
How to Calculate the Slope of the Tangent / 2-2:
The Definition of the Derivative / 2-3:
Velocity and Rates of Change: Newton and Leibriz / 2-4:
The Concept of a Limit: Two Trigonometric Limits / 2-5:
Continuous Functions: The Mean Value Theorem and Other Theorem / 2-6:
The Computation of Derivatives / Chapter 3:
Derivatives of Polynomials / 3-1:
The Product and Quotient Rules / 3-2:
Composite Functions and the Chain Rule / 3-3:
Some Trigonometric Derivatives / 3-4:
Implicit Functions and Fractional Exponents / 3-5:
Derivatives of Higher Order / 3-6:
Applications of Derivatives / Chapter 4:
Increasing and Decreasing Functions: Maxima and Minima / 4-1:
Concavity and Points of Inflection / 4-2:
Applied Maximum and Minimum Problems / 4-3:
More Maximum-Minimum Problems / 4-4:
Related Rates / 4-5:
Newtons Method for Solving Equations / 4-6:
Applications to Economics: Marginal Analysis / 4-7:
Indefinite Integrals and Differential Equations / Chapter 5:
Differentials and Tangent Line Approximations / 5-1:
Indefinite Integrals: Integration by Substitution / 5-3:
Differential Equations: Separation of Variables / 5-4:
Motion Under Gravity: Escape Velocity and Black Holes / 5-5:
Definite Integrals / Chapter 6:
The Problem of Areas / 6-1:
The Sigma Notation and Certain Special Sums / 6-3:
The Area Under a Curve: Definite Integrals / 6-4:
The Computation of Areas as Limits / 6-5:
The Fundamental Theorem of Calculus / 6-6:
Properties of Definite Integrals / 6-7:
Applications of Integration / Chapter 7:
Introduction: The Intuitive Meaning of Integration / 7-1:
The Area between Two Curves / 7-2:
Volumes: The Disk Method / 7-3:
Volumes: The Method of Cylindrical Shells / 7-4:
Arc Length / 7-5:
The Area of a Surface of Revolution / 7-6:
Work and Energy / 7-7:
Hydrostatic Force PART II / 7-8:
Exponential and Logarithm Functions / Chapter 8:
Review of Exponents and Logarithms / 8-1:
The Number e and the Function y = e x / 8-3:
The Natural Logarithm Function y = ln x / 8-4:
Applications Population Growth and Radioactive Decay / 8-5:
More Applications / 8-6:
Trigonometric Functions / Chapter 9:
Review of Trigonometry / 9-1:
The Derivatives of the Sine and Cosine / 9-2:
The Integrals of the Sine and Cosine / 9-3:
The Derivatives of the Other Four Functions / 9-4:
The Inverse Trigonometric Functions / 9-5:
Simple Harmonic Motion / 9-6:
Hyperbolic Functions / 9-7:
Methods of Integration / Chapter 10:
The Method of Substitution / 10-1:
Certain Trigonometric Integrals / 10-3:
Trigonometric Substitutions / 10-4:
Completing the Square / 10-5:
The Method of Partial Fractions / 10-6:
Integration by Parts / 10-7:
A Mixed Bag / 10-8:
Numerical Integration / 10-9:
Further Applications of Integration / Chapter 11:
The Center of Mass of a Discrete System / 11-1:
Centroids / 11-2:
The Theorems of Pappus / 11-3:
Moment of Inertia / 11-4:
Indeterminate Forms and Improper Integrals / Chapter 12:
Introduction. The Mean Value Theorem Revisited / 12-1:
The Interminate Form 0/0. L'Hospital's Rule / 12-2:
Other Interminate Forms / 12-3:
Improper Integrals / 12-4:
The Normal Distribution / 12-5:
Infinite Series of Constants / Chapter 13:
What is an Infinite Series ? / 13-1:
Convergent Sequences / 13-2:
Convergent and Divergent Series / 13-3:
General Properties of Convergent Series / 13-4:
Series on Non-negative Terms: Comparison Test / 13-5:
Numbers, Functions, and Graphs / Chapter 1:
Introduction / 1-1:
The Real Line and Coordinate Plane: Pythagoras / 1-2:
4.

図書

図書
コロイドリサーチ編
出版情報: 東京 : 日鉄技術情報センター, 1993.1  294p ; 31cm
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5.

図書

図書
R・B・パリー, C・R・パーキンズ編著 ; 正井泰夫監訳
出版情報: 東京 : 原書房, 1990.12  2,iii,9,521p ; 31cm
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6.

図書

図書
edited by A. Blažej and A. Ottová
出版情報: Amsterdam ; New York : Elsevier, 1990  486 p. ; 25 cm
シリーズ名: Progress in biotechnology ; 6
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7.

図書

図書
Richard Padovan
出版情報: London : E & FN Spon, 1999  xii, 388 p. ; 25 cm
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目次情報: 続きを見る
The Harmony of the World Made Manifest in Form and Number
Abstraction and Empathy
Unit and Multiplier
The House as Model for the Universe
The Proportions of the Parthenon
Plato: Order Out of Chaos
Aristotle: Change, Continuity and the Unit
Euclid: The Golden Section and the Five Regular solids
Vitruvius
Gothis Proportions
Renaissance Artchitecture
Renaissance Cosmology
The World as a Machine
Turning from the Outer to the Inner World
The Golden Section and the Golden Module
Knowing by Not Knowing
Where Do We Go From Here?
The Harmony of the World Made Manifest in Form and Number
Abstraction and Empathy
Unit and Multiplier
8.

図書

図書
出版情報: 東京 : 日本産業廃棄物処理振興センター, 1998.4
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9.

図書

図書
Thomas R. Hicks, Paul D. Atherton with contributions from Ying Xu, Malachy McConnell
出版情報: Bracknell : Queensgate Instruments, 1997  vi, 119 p. ; 25 cm
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10.

図書

図書
David J. Kruglinski
出版情報: Redmond, WA : Microsoft Press, c1994  xxx, 732 p. ; 24 cm.
シリーズ名: Microsoft programming series
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