论文标题
在有限场上的加权正交矩阵构建及其在密码学中的应用
On Construction of weighted orthogonal matrices over finite field and its application in cryptography
论文作者
论文摘要
在本文中，我们提出了一种构建自我正交基质，正交矩阵和抗正交矩阵的方法。正交矩阵在密码学中有许多应用，因此我们在这里证明了加权正交基质在密码学中的应用。使用提出的施工方法，我们看到很容易传输私钥，并且可以轻松地将加密消息转换为原始消息，与此同时，很难获得入侵者的键矩阵。
In this article, we propose a method to construct self orthogonal matrix, orthogonal matrix and anti orthogonal matrix over the finite field. Orthogonal matrices has numerous applications in cryptography, so here we demonstrate the application of weighted orthogonal matrix into cryptography. Using the proposed method of construction we see that it is very easy to transmit the private key and can easily convert the encrypted message into original message and at the same time it will be difficult to get the key matrix for intruder.
