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Malware Development for Ethical Hackers

You're reading from   Malware Development for Ethical Hackers Learn how to develop various types of malware to strengthen cybersecurity

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Product type Paperback
Published in Jun 2024
Publisher Packt
ISBN-13 9781801810173
Length 390 pages
Edition 1st Edition
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Author (1):
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Mr. Zhassulan Zhussupov Mr. Zhassulan Zhussupov
Author Profile Icon Mr. Zhassulan Zhussupov
Mr. Zhassulan Zhussupov
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Table of Contents (23) Chapters Close

Preface 1. Part 1: Malware Behavior: Injection, Persistence, and Privilege Escalation Techniques FREE CHAPTER
2. Chapter 1: A Quick Introduction to Malware Development 3. Chapter 2: Exploring Various Malware Injection Attacks 4. Chapter 3: Mastering Malware Persistence Mechanisms 5. Chapter 4: Mastering Privilege Escalation on Compromised Systems 6. Part 2: Evasion Techniques
7. Chapter 5: Anti-Debugging Tricks 8. Chapter 6: Navigating Anti-Virtual Machine Strategies 9. Chapter 7: Strategies for Anti-Disassembly 10. Chapter 8: Navigating the Antivirus Labyrinth – a Game of Cat and Mouse 11. Part 3: Math and Cryptography in Malware
12. Chapter 9: Exploring Hash Algorithms 13. Chapter 10: Simple Ciphers 14. Chapter 11: Unveiling Common Cryptography in Malware 15. Chapter 12: Advanced Math Algorithms and Custom Encoding 16. Part 4: Real-World Malware Examples
17. Chapter 13: Classic Malware Examples 18. Chapter 14: APT and Cybercrime 19. Chapter 15: Malware Source Code Leaks 20. Chapter 16: Ransomware and Modern Threats 21. Index 22. Other Books You May Enjoy

Elliptic curve cryptography (ECC) and malware

What is ECC, and how does it work? This technology powers Bitcoin and Ethereum, encrypts your iMessages, and is part of virtually every significant website you visit.

In the realm of public-key cryptography, ECC is a sort of system. On the other hand, this category of systems is based on difficult “one-way” mathematical problems, which are simple to compute in one direction but impossible to solve in the other direction. These functions are sometimes referred to as “trapdoor” functions since they are simple to enter but difficult to pull out of.

In 1977, both the RSA algorithm and the Diffie-Hellman key exchange algorithm were introduced. The revolutionary nature of these new algorithms lies in the fact that they were the first practical cryptographic schemes that were based on the theory of numbers. Furthermore, they were the first to permit safe communication between two parties without the need for a...

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