Include the standard cryptographic algorithms, like the ones of the.NET framework, which are MD2, MD4, MD5, SHA1, SHA2, SHA2_512, SHA2_256, 3DES, AES, RSA, DSA, Diffie-Hellman, Triple DES, RSA_OAEP, DSA_SHA1, Diffie-Hellman, RSA_OAEP_SHA1 and SHA2.
From the application point of view, Bonnie.NET Standard have been designed and developed by the highly qualified and professional developers of Security Innovation ( The framework is implemented based on the.NET framework 3.5.
The Crypto APIs are all secure, standardized and efficient.
With Bonnie.NET Standard the developer has the advantage to use the most up-to-date cryptographic algorithms, being sure about the high security level of the system. Bonnie.NET Standard is also easy to use, since it is totally compliant to the.NET Framework, allowing to combine all the good features of this language and framework.
Bonnie.NET Standard is a high performing cryptographic API. The algorithms are high optimized. All those operations are implemented in a native way and, therefore, faster than the others.
Bonnie.NET Standard supports many different types of cryptographic algorithm, like algorithms of asymmetric ciphers and of hash functions. The cryptographic objects that are generated are managed, disassembled and disposed inside a secure memory area.
Bonnie.NET Standard supports many different operations like, for example:
Signing and verification
Diffie-Hellman, RSA, DSA, Diffie-Hellman (with a fixed exponent), RSA (OAEP) and DSA (OAEP)
Signing and Verification of public/private keys
Generating, verifying and deleting digital signatures and RSA keys
S/MIME and PEM generation and verification
Generating and verifying cryptographic tokens
Signing and verifying XML documents
Serialization and deserialization of objects
The Bonnie.NET Standard library includes a comprehensive set of cryptographic operations. All those operations are standardized and well tested, being sure that they work in the correct way in all the operating system and all the programming languages.
In fact, the.NET framework provides several high performance cryptographic classes like:
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8X8 Discrete Cosine Transform is a fast and efficient MEX implementation for 8×8 DCT and IDCT. Matlab callable C programs are referred to as MEX-files. MEX-files are dynamically linked subroutines that the Matlab interpreter can automatically load and execute. This code can be easily converted into simple C code and it does not require any external library or toolbox. DCT and IDCT codes for arbitrary size images are available on request.
The above-mentioned program is available for a fee if you wish to use it for commercial purpose. The license allows unlimited number of copies of the program, but also an unlimited number of non-commercial (personal) users.
The author of this program reserves the right to make changes to the program or its source code at any time without notifying the users of the program. The author of this program does not accept any liability for loss or injury resulting from the use of this program.
The author of this program will not release the source code without the permission of the copyright holder.Plasma kinetics of doxorubicin during hemodialysis and high-flux dialysis.
The presence of a membrane separating blood from dialysate in hemodialysis (HD) makes determination of pharmacokinetic parameters in the dialysate sample difficult. This study was conducted to determine the pharmacokinetic parameters of doxorubicin in blood and dialysate during HD and high-flux (HF) hemodiafiltration. After a bolus dose of doxorubicin (10 mg/m2) was administered intravenously to 11 HD patients, blood and dialysate samples were collected before and at 0, 15, 30, 60, and 120 minutes of HD or HF hemodiafiltration. Plasma doxorubicin concentration versus time data were analyzed using a two-compartment open model. The terminal half-life (t1/2 beta) was measured to be 4.2 +/- 0.9 minutes. The t1/2 beta was greater than the dialysate to blood concentration ratio (D/B) (3.6 +/- 1.2 minutes) during HD or HF hemodiafiltration. This suggested a high concentration of doxorubicin in the dialysate. The volume of distribution (Vss) was determined to be 0.