fbv81bp/Matrix_multiplications_in_C

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Language
C++
License
MIT License
Created almost 5 years ago
Updated over 3 years ago

fbv81bp/Matrix_multiplications_in_C

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Showcasing different levels of optimization in C for matrix multiplication.

Side_channels

Side channel attack simulations

Montgomery_multiply

Montgomery multiplication in number bases that are a power of 2, like binary, hexadecimal, byte-wise etc.

UDP_IPv4_MAC_stack

Basic and fast UDP IPv4 MAC stack written in VHDL

VHDL_AES

VHDL Advanced Encryption Standard cores

Lower_footprint_SHA3

Decreasing the footprint of the SHA3 low footprint core published Keccak Team.

CRT_FFT_RADAR

My way of retrieving continuous distance data of Chinese Remainder Theorem with FFT

Z-transform_osc

A sinusoidal oscillator based on the Z-transform sine with exponentially changing amplitude.

VHDL_SHA2-256

VHDL Secure Hash Algorithm 2 cores

Fast_Fourier

An easy to understand implementation of the recursive FFT concept coded in Matlab.

Hash_trie

A hash based trie data structure, also involving hash map and linked lists.

Hekkz

Jézusom! Terhes vagyok... Vajon kinek?!

Rolling_hash

Multiply accumlate being used as optionally parallel rolling hash function.

VHDL_Karatsuba

Karatsuba multiplication with recursive hardware description in VHDL.

VHDL_MATRIX_MULTIPLIER

Generic description of a pipelined matrix multiplier with 4 multiplier threads. It calculates C += A * B'

VHDL_SHA2-384

SHA-2 versions working on 64 bits of data: 384 and 512.

SHA-256_full_pipeline_in_VHDL

Fully pipelined SHA2-256 VHDL description with circular buffers instead of shift registers for low power.

Pipelined_GCM_of_AES

A multi 10Gb/s capable Galois Counter hash module for AES-GCM

Modular_exponentiation_in_VHDL

Modular exponentiation in VHDL with Montgomery's multiplication enhanced with Karatsuba's algorithm.

SCA_proof_SHA3-512

Protocol level side channel resistance for SHA3-512.

Counter_side_channel_attacks

Masking based side channel resistant descriptions.