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Title: segmentation based serial parallel multiplier verilog code
Page Link: segmentation based serial parallel multiplier verilog code -
Posted By: siba
Created at: Thursday 17th of August 2017 05:20:42 AM
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Title: A Karatsuba-based Montgomery Multiplier
Page Link: A Karatsuba-based Montgomery Multiplier -
Posted By: vivek soni
Created at: Thursday 17th of August 2017 06:58:47 AM
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Abstract
Modular multiplication of long integers is an important
building block for cryptographic algorithms. Although
several FPGA accelerators have been proposed for large modular
multiplication, previous systems have been based on O(N2)
algorithms. In this paper, we present a Montgomery multiplier
that incorporates the more efficient Karatsuba algorithm which is
O(N(log 3= log 2)). This system is parameterizable to different bitwidths
and makes excellent use of both embedded multipliers and
fine-grained logic. The design has ....etc

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Title: vhdl verilog code of truncated multiplier
Page Link: vhdl verilog code of truncated multiplier -
Posted By: anudude
Created at: Thursday 17th of August 2017 06:23:27 AM
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vhdl verilog code of truncated multiplier

Abstract

The scientific computations require intensive multiplication for signal processing (DSP) applications. Therefore, multipliers play a vital and core role in such algorithm used in computations. In digital signal processing, general purpose signal processing (GPSP) and application specific architecture for DSP the computational complexity of algorithms has increased to such extent that they require fast and efficient parallel
multipliers In particular, if the processing has to be performed unde ....etc

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Title: verilog code for 16 bit booth multiplier
Page Link: verilog code for 16 bit booth multiplier -
Posted By: akansh_09
Created at: Thursday 17th of August 2017 05:43:03 AM
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verilog code for 16 bit booth multiplier

//--
//
// This is a Booth recoded 8x8 multiplier producing a 16-bit product.
//
// Shift and add are done in the same cycle
//
// Paul Chow
// Department of Electrical and Computer Engineering
// University of Toronto
//
// October 2004
//
// $Id: booth.v,v 1.4 2004/11/04 16:37:50 pc Exp pc $
//
//--

module booth(
iClk, // input clock
iReset_b, // reset signal
iGo, // indicates inputs are ready
oDone, // indicates that the result is ready
iMer, // 8-bit multiplier
iMand, // 8-bit mul ....etc

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Title: 16 bit multiplier verilog code
Page Link: 16 bit multiplier verilog code -
Posted By: sivaramakrishna
Created at: Thursday 17th of August 2017 06:30:09 AM
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16 bit multiplier verilog code

module q_1_2 (input x,y, output z);

parameter size=256, width=16;
wire pi,ci,po,co;

genvar i,j;
generate

for (j=0;j<16;j=j+1) assign pi=0;
for (i=0;i<16;i=i+1) assign ci=0;
q_1_1 eb0_0 (x,y,pi,ci,po,co);

for (j=1;j<16;j=j+1) begin
assign ci = co;
q_1_1 eb0_j (x,y,pi,ci,po,co);
end

for (i=1;i<16;i=i+1) begin
assign pi = po[width*(i-1)+0 ....etc

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Title: Montgomery Multiplication
Page Link: Montgomery Multiplication -
Posted By: aarunb88
Created at: Thursday 05th of October 2017 04:23:42 AM
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.

Montgomery Multiplication

Duncan A. Buell

abstract
Montgomery Multiplication Peter Montgomery has devised a way to speed up arithmetic in a context in which a single modulus is used for a long-running computation . This method has also been explored as a hardware operation . The basic idea goes back to a standard trick that has been used for arithmetic modulo Mersenne numbers.

Let Mn = 2n
1 be the n-th Mersenne number. Assume that we are doing
arithmetic modulo Mn. The c ....etc

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Title: vedic multiplier verilog code
Page Link: vedic multiplier verilog code -
Posted By: master
Created at: Thursday 17th of August 2017 06:00:13 AM
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i need vedic multiplier coding including urudvatriyagbyam and nikilam navatascharamam sutras for 32x32 bit with delay of less than 10 ns implemented in xilinx-spartan 3E ....etc

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Title: write verilog code for 16 bit vedic multiplier
Page Link: write verilog code for 16 bit vedic multiplier -
Posted By: powerdude143
Created at: Thursday 17th of August 2017 06:11:37 AM
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Title: verilog code for wallace tree multiplier using compressors
Page Link: verilog code for wallace tree multiplier using compressors -
Posted By: ashwinishitole123
Created at: Thursday 17th of August 2017 06:11:37 AM
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Title: verilog code for montgomery multiplication module
Page Link: verilog code for montgomery multiplication module -
Posted By: mehak
Created at: Thursday 17th of August 2017 08:29:45 AM
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module MM42(A1,A2,B1,B2,N,S1,S2,clk);
input clk;
input A1,A2,B1,B2,N;
output S1,S2;
reg a1,a2,b1,b2,n,bd1,bd2,d1,d2,w,y;
reg s1,s2,s11,s21,s12,s22;
reg q,A,Ai1,Ai2,qi1,qi2,mbrfa_ctemp,bypass;
reg temp1,temp2;
integer i=0;
initial
begin
assign q=1'h0;
assign A=1'h0;
assign s1=7'h0;
assign s2=7'h0;
assign bd1=(B1<<1)^(B2<<1);
assign bd2=(B1<<1)&(B2<<1);
assign d1=bd1^bd2^n;
assign d2=bd1&bd2&n;
assign mbrfa_ctemp=1'h0;
assign bypass=1'h0;
assign qi1=1'h0;
assign qi2=1'h0;
assign s11=7'h0;
assign s21=7'h0;
assign s12=7'h0;
assi ....etc

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