Sample space, samples, events, random experiments and probabilities. In this chapter we will give some basic definitions. Outcomes, sample space and Random experiments The setting…
Comments closedAuthor: marmara
Definition of exponentiation \begin{eqnarray} \lim_{n \rightarrow \infty}\left( 1+ \frac{1}{n} \right)^n =e\\ \lim_{n \rightarrow \infty}\left( 1+ \frac{x}{n} \right)^n =e^x \end{eqnarray} The second equation can easily be…
Comments closedOverview Unlike most device drivers in Linux, graphics device drivers are divided into two parts. One part is implemented in the kernel space as usual,…
Comments closedvoid *In this chapter, we will overview some disparate properties of Unix/Linux. EVERYTING IS A FILE Device files are supposed to represent physical devices. BASIC…
Comments closedGENERAL INTRODUCTION The architecture of modern CPUs is not understandable without some understanding of the structure of modern multitasking operating systems. CPU architecture is…
Comments closedSDR SDRAM Controller SDRAM controller signals output logic [12:0] o_dram_addr: Mainly used to give the column address or the row address to SDRAM. inout [15:0]…
Comments closedDISCRETE PERIODIC FUNCTIONS AS FINITE DIMENSIONAL VECTORS As in continuous fourier series, we start with periodic discrete functions \(x[n]=x[n+N]\), where \(N\) is the period. We…
Comments closedCONTINUOUS TIME FOURIER SERIES A CT fourier series is nothing but the expansion of a periodic function into a complex exponential basis. This is a…
Comments closedAES CORE Unpipelined module AES_Enc_core( output [32*‘Nb-1:0] oCiphertext, // outputs ciphered text Nb=4 output oValid, // data at output is valid output oKeysValid, //???????? bu…
Comments closed