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PRINCIPLES OF SCIENCE: PRINCIPLES OF MATHEMATICS

Mathematics

Mathematics & Science

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B2B GT

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B2B & B2C

<P>This title introduces the fundamentals of mathematics using easy-to-understand language giving readers a solid start and deeper understanding of this complex subject. Entries provide a summary, an in-depth examination of the topic, and a list of Further Reading, and many include illustrations, models, equations, and sample problems. A wide variety of terms and concepts is covered in this volume, including: Combinatorics, Differential Equations, Euclidian Geometry, Game Theory, Linear Algebra, Mathematical Physics, Number Theory, Probability and Statistics. This resource will be a helpful tool for students and researchers who are just beginning their study of mathematics and need a solid background of the key terms and elements in the field.</P>

Principles of Mathematics

COLSR

Duration

Duration Unit Of Measure

Transaction Type

Front Cover.
Half Title Page.
Title Page.
Copyright Page.
Contents.
Publisher&#x2019;s Note.
Editor&#x2019;s Introduction.
List of Contributors.
1: Addition and Subtraction.
2: Agriculture and Mathematics.
3: Algebra.
4: Algebra in Society.
5: Applied Mathematics.
6: Applied Physics.
7: Architecture and Architectural Engineering.
8: Astronomy and Mathematics.
9: Axiomatic Systems in Mathematics.
10: Babylonian Mathematics.
11: Binomial Theorem.
12: Biomathematics.
13: Birthday Problem.
14: Calculators in Society.
15: Calculators in the Classroom.
16: Calculus.
17: Calculus Education.
18: Calculus in Society.
19: Chinese Mathematics.
20: Climate Change Analysis and Mathematics.
21: Coding and Encryption.
22: Combinatorics.
23: Computer Science.
24: Conic Sections.
25: Coordinate Geometry.
26: Crime Scene Investigation and Mathematics.
27: Cryptology and Cryptography.
28: Crystallography and Mathematics.
29: Cubes and Cube Roots.
30: Data Mining.
31: Deforestation and Mathematics.
32: Diagnostic Testing and Mathematics.
33: Dice Games and Mathematics.
34: Differential Equations.
35: Egyptian Mathematics.
36: Elections and Mathematics.
37: Electricity and Mathematics.
38: Energy and Mathematics.
39: Engineering.
40: Engineering Mathematics.
41: Exponentials and Logarithms.
42: Extinction and Mathematics.
43: File Sharing and Mathematics.
44: Fractal Geometry.
45: Functions.
46: Game Theory.
47: Genetics and Mathematics.
48: Geometry.
49: Geometry History and Education.
50: Geometry in Society.
51: Geometry of Molecules.
52: Golden Ratio.
53: Graphs and Diagrams.
54: Greek Mathematics.
55: Incan and Mayan Mathematics.
56: Infinity (Mathematics).
57: Information Technology.
58: Insurance and Mathematics.
59: Interdisciplinary Mathematics Research.
60: International System of Units.
61: Internet History and Mathematics.
62: Islamic Mathematics.
63: Maps and Mathematical Cartography.
64: Market Research and Mathematics.
65: Mathematical Certainty.
66: Mathematical Modeling.
67: Mathematics and Accounting.
68: Mathematics Communication.
69: Mathematics Curricula, International.
70: Mathematics Curriculum, College.
71: Mathematics Curriculum, K&#x2013; 12.
72: Mathematics of Flight.
73: Mathematics Software.
74: Matrices.
75: Measurement and Units.
76: Mechanical Engineering.
77: Medical Imaging and Mathematics.
78: Medieval Mathematics.
79: Multiplication and Division.
80: Nanotechnology and Mathematics.
81: Native American Mathematics.
82: Navigation.
83: Normal Distribution.
84: Number Theory.
85: Numerical Analysis.
86: Optics.
87: Packing Problems.
88: Parallel Computing.
89: Pattern Recognition.
90: Payroll Systems and Mathematics.
91: Permutations and Combinations.
92: Pi.
93: Polygons.
94: Polyhedra.
95: Polynomials.
96: Predictive Mathematical Models.
97: Probability and Statistics.
98: Probability, History of.
99: Professional Mathematical Associations.
100: Proof.
101: Pythagorean School.
102: Pythagorean Theorem.
103: Randomness.
104: Rational and Irrational Numbers.
105: Real Numbers.
106: Reasoning and Proof in Society.
107: Recycling and Mathematics.
108: Risk Analysis and Management.
109: Robotics.
110: Roman Mathematics.
111: Sample Surveys.
112: Satellites and Mathematics.
113: Scatterplots.
114: Scheduling and Mathematics.
115: Sequences and Series.
116: Social Networks Analysis.
117: Software Engineering.
118: Succeeding in Mathematics.
119: Surfaces.
120: Symbolic Mathematics.
121: Symmetry.
122: Systems of Measurement.
123: Telephones and Mathematics.
124: Telescopes and Mathematics.
125: Television Technology and Mathematics.
126: Theoretical Mathematics.
127: Tournaments and Mathematics.
128: Transformations.
129: Traveling Salesman Problem.
130: Trigonometry.
131: Units of Area.
132: Units of Length.
133: Units of Mass.
134: Units of Volume.
135: Vectors.
136: Vedic Mathematics.
137: Video Games and Mathematics.
138: Virtual Reality.
139: Viruses and Mathematics.
140: Vision Correction.
141: Visualization in Mathematics.
142: Voting and Mathematics.
143: Weather Forecasting and Mathematics.
144: Weight and Mass Measurement.
145: Wind, Wind Power, and Mathematics.
146: Wireless Communication and Mathematics.
147: Zero.
Glossary.
General Bibliography and Further Reading.
Index.

Principles of Mathematics.css-1p8rvzy{position:absolute;padding-left:8px;}

Principles of Mathematics