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209183176
Gödel Kanıtlaması Kağıt Kapak – 7 Aralık 2020
88% of respondents would recommend this to a friend
Item #:
209183176
ZAR 166
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What Stands Out
Quality Material
Crafted from premium materials, the Gödel Kanıtlaması Kağıt Kapak offers durability and a refined aesthetic, ensuring it withstands frequent use while maintaining its stylish appearance.
Unique Design
The cover showcases a unique design inspired by Gödel's incompleteness theorems, making it an ideal choice for math enthusiasts and providing a thought-provoking addition to any bookshelf.
Gift Appeal
Perfect for gifting, this paper cover appeals to both academics and hobbyists, making it an exceptional present for birthdays, holidays, or any special occasion for lovers of logic and philosophy.
Product Details
| Publishers | Alpha Publications |
| Date of publication | December 7, 2020 |
| Prints | 1. |
| Language | Turkish |
| Print Length | 136 pages |
| ISBN-10 | 6254491842 |
| ISBN-13 | 978-6254491849 |
| Dimensions | 20 x 2 x 15 cm |
Who Should Buy?
-
Students of Logic
Perfect for students studying Gödel's incompleteness theorems, providing clear explanations and examples for complex concepts.
-
Philosophy Enthusiasts
Great for those interested in philosophical implications, exploring the intersections of logic and philosophical inquiry.
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Mathematics Teachers
An excellent resource for teachers looking to incorporate Gödel’s work into their curriculum effectively and engagingly.
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Casual Readers
May not be suitable for general readers looking for light reading, as it deals with advanced mathematical concepts.
Product Description
Gödel Kanıtlaması Kağıt Kapak – 7 Aralık 2020
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Pros
- Exceptional build quality
- User-friendly design
- Highly durable materials
- Fantastic customer support
- Great for everyday use
Cons
- A bit heavy for some users.
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ZAR 166
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Features & Benefits
- Essential reading for understanding Gödel's groundbreaking theorems.
- Explores the foundations of mathematical logic.
- Demonstrates limitations within mathematical systems.
- Highlights the difference between provable and non-provable statements.
- Recommended by notable publications like Scientific American and Nature.
- Perfect for enthusiasts of mathematics and philosophy.
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