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readme
#
# $Id: README,v 1.1.1.1 2000/04/14 17:53:50 davidT Exp $
#
#
# Copyright 2000 Computing Research Labs, New Mexico State University
#
# Permission is hereby granted, free of charge, to any person ob
www.eeworm.com/read/131315/5943306
todo
TODO file for gzip.
Some of the planned features include:
- Structure the sources so that the compression and decompression code
form a library usable by any program, and write both gzip and zip o
www.eeworm.com/read/125279/6031668
tex requirement027.tex
\subsection{027: do not permit packets marked to tunnels to get loose}
\subsubsection{027: Definition of requirement }
There is a fundamental design flaw in the current FreeS/WAN KLIPS
implementatio
www.eeworm.com/read/113685/6126344
readme
==================================================================
=== ===
=== GENESIS Distributed Memory Benchmarks
www.eeworm.com/read/101082/6243404
1a l41.1a
#print
The problem is to produce a function
bitct(x)
which examines the bits in x, returning a count of
the number of 1-bits. There are various ways of doing
this job: here are two.
(1) a sane way.
www.eeworm.com/read/490944/6445997
readme-bench
This directory contains a benchmarking and testing program
for fftw3.
The `bench' program has a zillion options, because we use it for
benchmarking other FFT libraries as well. This file only do
www.eeworm.com/read/485329/6558056
txt hard.txt
Data Structures and Algorithms
13 Hard or Intractable Problems
If a problem has an O(nk) time algorithm (where k is a constant), then we
class it as havin
www.eeworm.com/read/485329/6558382
txt hard.txt
Data Structures and Algorithms
13 Hard or Intractable Problems
If a problem has an O(nk) time algorithm (where k is a constant), then we
class it as havin
www.eeworm.com/read/407985/11406577
txt hard.txt
Data Structures and Algorithms
13 Hard or Intractable Problems
If a problem has an O(nk) time algorithm (where k is a constant), then we
class it as havin
www.eeworm.com/read/407984/11406601
txt hard.txt
Data Structures and Algorithms
13 Hard or Intractable Problems
If a problem has an O(nk) time algorithm (where k is a constant), then we
class it as havin