Vendor Profile
SOGENSHA Inc.
| Address | Sogensha Bldg. 4-3-6 Awajimachi Chuo-ku Osaka-shi Osaka, JAPAN ZIP:541-0047 |
|---|---|
| Representative Name | Keiichi Yabe |
| Annual Revenue | closed |
| No. of Employees | 50 |
SD item code:10916654
| Detail | Price & Quantity | ||
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| S1 |
JAN:9784422215402
 Original text before translation
JAN:9784422215402
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JAN:9784422215402
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JAN:9784422215402
Wholesale Price: Members Only
1 pc /set
In Stock
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| Dimensions |
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B6 size (168mm×140mm), 66 pages
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Country of manufacture: printed in Japan
Material / component: Paper
Year of manufacture: 2022
Product tag: None
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Description
| Written by Oliver* Linton / Translated by Yoh Komada From Natural Numbers to Infinity and Beyond Beginning with counting what is in front of us to the discovery of zero, negative integers, and irrational numbers mankind has always expanded the concept of numbers. The patterns created by numbers and fascinate those who study the concept of numbers. The patterns are clearly visible, as in the repetitive patterns that appear in a sequence of numbers. clearly visible, like the repetitive patterns that appear in a sequence of numbers, or like Pascal's triangle or like Pascal's triangle, they conceal a profound truth. Some, like the pattern of prime numbers Some are elusive and have caused mathematicians have caused mathematicians to scratch their heads for thousands of years. This book is the first to cover the golden ratio, Mersenne primes, Fermat's minor theorem, the multinomial numbers, and giant numbers. Fermat's Little Theorem, multinomial numbers, giant numbers, and more. The book takes a fast-paced look at the various discoveries and and mysteries of numbers. and mysteries of mathematics. [Contents] Introduction How Many Decimal Systems Are Used? Natural Numbers Prime Numbers Polygonal Numbers Polyhedral Numbers Pythagorean Numbers zero Negative numbers Division of numbers Congruential arithmetic Rational numbers Impossible Numbers Golden ratio π and e complex numbers continued fractions Complementary fractions Factorial Multiples Algebraic numbers Transcendental and transfinite numbers Pascal's triangle and binomial theorem Ordering of numbers Euclid's reciprocal division Fundamental Theorem of Arithmetic Fermat's minor theorem Mersenne primes Multiples (hypercomplex numbers) Mysterious numbers Giant Numbers |
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| Air Mail | From May.15th to May.17th |
| EMS | From May.14th to May.17th |
| Pantos Express | From May.16th to May.21st |
| DHL | From May.14th to May.16th |
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| FedEx | From May.14th to May.16th |
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Book
From Natural Numbers to Infinity and Beyond
Beginning with counting what is in front of us
to the discovery of zero, negative integers, and irrational numbers
mankind has always expanded the concept of numbers.
The patterns created by numbers and
fascinate those who study the concept of numbers.
The patterns are
clearly visible, as in the repetitive patterns that appear in a sequence of numbers.
clearly visible, like the repetitive patterns that appear in a sequence of numbers, or
like Pascal's triangle
or like Pascal's triangle, they conceal a profound truth.
Some, like the pattern of prime numbers
Some are elusive and have caused mathematicians
have caused mathematicians to scratch their heads for thousands of years.
This book is the first to cover the golden ratio, Mersenne primes, Fermat's minor theorem, the multinomial numbers, and giant numbers.
Fermat's Little Theorem, multinomial numbers, giant numbers, and more.
The book takes a fast-paced look at the various discoveries and
and mysteries of numbers.
and mysteries of mathematics.
[Contents]
Introduction
How Many Decimal Systems Are Used?
Natural Numbers
Prime Numbers
Polygonal Numbers
Polyhedral Numbers
Pythagorean Numbers
zero
Negative numbers
Division of numbers
Congruential arithmetic
Rational numbers
Impossible Numbers
Golden ratio
π and e
complex numbers
continued fractions
Complementary fractions
Factorial Multiples
Algebraic numbers
Transcendental and transfinite numbers
Pascal's triangle and binomial theorem
Ordering of numbers
Euclid's reciprocal division
Fundamental Theorem of Arithmetic
Fermat's minor theorem
Mersenne primes
Multiples (hypercomplex numbers)
Mysterious numbers
Giant Numbers