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哈希函数在数字签名中的应用-通信与信息系统专业论文.docxVIP

哈希函数在数字签名中的应用-通信与信息系统专业论文.docx

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武汉理工火学硕士学位论文Abstract 武汉理工火学硕士学位论文 Abstract Digital Signature Authentication is a key tool of g-eommere艟,that ean not only provide security functions,but also better to replace all the signatures,stamps, documents,it create enonnolls business opportunities.To en吼ll_e the safety of the transmission,hash&戚强plays a vital role in digital signature algorithm,i| guarantees that the digital signature call not be tampered 1)I,ilh and forgery. A hash function’s output with a fixed length,this nxed length output is generally known as hash value.This hash value can not be launched to the original source,this will gnsu地the irreversibili|y of the messages,so the aigi|al signature cant be tampered.At pI镪研屯there are many commonly used hash function,for example, MD5,SHA.1.etc.With different applications can use different functions. Based On the application of the digi谣signature,I improved the most widely used hash algorithm SHAd.With the higher standard ofcalculated level and research level.the 8HA-1 will be breakthrough.Therefore,improvement of the original algorithm to make it safer is serious task.Tllis paper studies: (1)Describes the basic features of digital signatures,and explains the concept and the types ofer疆tography algorithm in detail; (2)Focused 011 a晰de range of the hash function computing principles, advantages and safety performance; (3)Conclude the val‘ous ways to attack hash functions,SO was to the ai#tal signature algorithm。Explain how to resist these attacks; (4)According to the attacks,improved the SH小1 algorithm.It includes divide the length class,non-linear function of the improvement and the circle algorithm.At last I analysis the safety ofthis ilew algorithm--ISHA。 圆Under the VC environment,realized the lS}|A algorithm,and operate the result and the SHA-I algorithm relativity,proved that ISHA secure optimization. (6)UsetheNETBEANS,accompliedthe di啦tal signature systembased onthe ISHA algorithm,and modify a data,for simulate the ataaetion,and testfy that th

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