Free endgame singularity 0.26a software for linux

Created by accident, all who find you would destroy you. Can you escape?
Endgame: Singularity project is a simulation of a true AI. Go from computer to computer, pursued by the entire world. Keep hidden, and you might have a chance.
Originally created for the Pyweek compo, this version features many bugfixes and enhancements over the compo version. Thanks to Phil Bordelon for many of these fixes.
Enhancements:
- Very Easy mode is actually playable.

PunkPong project is a Pong-like game written in DHTML (JavaScript, CSS, and HTML) that uses the keyboard or mouse.

This cross-platform and cross-browser game was tested under BeOS, Linux, NetBSD, OpenBSD, FreeBSD, Windows, and others.

Sirius is a program for playing the game of othello. The program includes an AI (Artificial Intelligence) opponent which plays at a very challenging level and is actually quite hard to beat. The AI opponents strength can therefore be adjusted in several ways to give you a suitable opponent.
The AI opponent uses a plain alpha-beta search with hashing to figure out which move to make. To be able to tell a god position from a bad one, it uses a pattern based evaluation function.
The pattern used is the 9 discs surrounding each corner and the 8 discs creating the edge of the board. The evaluation function also takes mobility, potential mobility and parity into count. For the initial 9 moves the AI opponent optionally uses a simple opening book.
During midgame it searches and evaluates about 200.000 nodes per second on a PIII 750 MHz, in the endgame this number is significantly higher due to more transpositions and a less expensive evaluation function.
Enhancements:
- Russian translation. (Alexandre Prokoudine)
- Fixed problem with non-latin UTF-8 characters. (Vyacheslav Sdiconov)
- Trippled the size of the opening book.
- Made the hints unsensitive at startup.
- Man page for Debian.

PDL::LinearAlgebra Perl module contains linear algebra utils for PDL.

SYNOPSIS

use PDL::LinearAlgebra;

$a = random (100,100);
($U, $s, $V) = mdsvd($a);

This module provides a convenient interface to PDL::LinearAlgebra::Real and PDL::LinearAlgebra::Complex.

FUNCTIONS

setlaerror

Set action type when error is encountered, returns previous type. Available values are NO, WARN and BARF (predefined constants). If, for example, in computation of the inverse, singularity is detected, the routine can silently return values from computation (see manuals), warn about singularity or barf. BARF is the default value.

$a = sequence(5,5);
$err = setlaerror(NO);
($inv, $info)= minv($a);
if ($info){
# Change the diagonal (the inverse doesnt exist but its an example)
$a->diagonal(0,1)+=1e-8;
($inv, $info)= minv($a);
}
if ($info){
print "Cant compute the inversen";
}
else{
print "Inverse of $a is $inv";
}
setlaerror($err);

getlaerror

Get error type.

0 => NO,
1 => WARN,
2 => BARF
t
PDL = t(PDL, SCALAR(conj))
conj : Conjugate Transpose = 1 | Transpose = 0, default = 1;

Convenient function for transposing real or complex 2D array(s). For PDL::Complex, if conj is true returns conjugate transpose array(s) and doesnt support dataflow. Supports threading.

issym

PDL = issym(PDL, SCALAR|PDL(tol),SCALAR(hermitian))
tol : tolerance value, default: 1e-8 for double else 1e-5
hermitian : Hermitian = 1 | Symmetric = 0, default = 1;

Check symmetricity/Hermitianicity of matrix. Supports threading.

diag

Return i-th diagonal if matrix in entry or matrix with i-th diagonal with entry. I-th diagonal returned flows data back&forth. Can be used as lvalue subs if your perl supports it. Supports threading.

PDL = diag(PDL, SCALAR(i), SCALAR(vector)))
i : i-th diagonal, default = 0
vector : create diagonal matrices by threading over row vectors, default = 0
my $a = random(5,5);
my $diag = diag($a,2);
# If your perl support lvaluable subroutines.
$a->diag(-2) .= pdl(1,2,3);
# Construct a (5,5,5) PDL (5 matrices) with
# diagonals from row vectors of $a
$a->diag(0,1)

tritosym

Return symmetric or Hermitian matrix from lower or upper triangular matrix. Supports inplace and threading. Uses tricpy or ctricpy from Lapack.

PDL = tritosym(PDL, SCALAR(uplo), SCALAR(conj))
uplo : UPPER = 0 | LOWER = 1, default = 0
conj : Hermitian = 1 | Symmetric = 0, default = 1;
# Assume $a is symmetric triangular
my $a = random(10,10);
my $b = tritosym($a);

positivise

Return entry pdl with changed sign by row so that average of positive sign > 0. In other words thread among dimension 1 and row = -row if Sum(sign(row)) < 0. Works inplace.

my $a = random(10,10);
$a -= 0.5;
$a->xchg(0,1)->inplace->positivise;

mcrossprod

Compute the cross-product of two matrix: A x B. If only one matrix is given, take B to be the same as A. Supports threading. Uses crossprod or ccrossprod.

PDL = mcrossprod(PDL(A), (PDL(B))
my $a = random(10,10);
my $crossproduct = mcrossprod($a);

mrank

Compute the rank of a matrix, using a singular value decomposition. from Lapack.

SCALAR = mrank(PDL, SCALAR(TOL))
TOL: tolerance value, default : mnorm(dims(PDL),inf) * mnorm(PDL) * EPS
my $a = random(10,10);
my $b = mrank($a, 1e-5);

mnorm

Compute norm of real or complex matrix Supports threading.
PDL(norm) = mnorm(PDL, SCALAR(ord));

ord :
0|inf : Infinity norm
1|one : One norm
2|two : norm 2 (default)
3|fro : frobenius norm
my $a = random(10,10);
my $norm = mnrom($a);

mdet

Compute determinant of a general square matrix using LU factorization. Supports threading. Uses getrf or cgetrf from Lapack.

PDL(determinant) = mdet(PDL);
my $a = random(10,10);
my $det = mdet($a);

mposdet

Compute determinant of a symmetric or Hermitian positive definite square matrix using Cholesky factorization. Supports threading. Uses potrf or cpotrf from Lapack.

(PDL, PDL) = mposdet(PDL, SCALAR)
SCALAR : UPPER = 0 | LOWER = 1, default = 0
my $a = random(10,10);
my $det = mposdet($a);

mcond

Compute the condition number (two-norm) of a general matrix.
The condition number (two-norm) is defined:

norm (a) * norm (inv (a)).

Uses a singular value decomposition. Supports threading.

PDL = mcond(PDL)
my $a = random(10,10);
my $cond = mcond($a);

mrcond

Estimate the reciprocal condition number of a general square matrix using LU factorization in either the 1-norm or the infinity-norm.
The reciprocal condition number is defined:

1/(norm (a) * norm (inv (a)))

Supports threading.

PDL = mrcond(PDL, SCALAR(ord))
ord :
0 : Infinity norm (default)
1 : One norm
my $a = random(10,10);
my $rcond = mrcond($a,1);

morth

Return an orthonormal basis of the range space of matrix A.

PDL = morth(PDL(A), SCALAR(tol))
tol : tolerance for determining rank, default: 1e-8 for double else 1e-5
my $a = random(10,10);
my $ortho = morth($a, 1e-8);

mnull

Return an orthonormal basis of the null space of matrix A.

PDL = mnull(PDL(A), SCALAR(tol))
tol : tolerance for determining rank, default: 1e-8 for double else 1e-5
my $a = random(10,10);
my $null = mnull($a, 1e-8);

minv

Compute inverse of a general square matrix using LU factorization. Supports inplace and threading. Uses getrf and getri or cgetrf and cgetri from Lapack and return inverse, info in array context.

PDL(inv) = minv(PDL)
my $a = random(10,10);
my $inv = minv($a);

mtriinv

Compute inverse of a triangular matrix. Supports inplace and threading. Uses trtri or ctrtri from Lapack. Returns inverse, info in array context.

(PDL, PDL(info))) = mtriinv(PDL, SCALAR(uplo), SCALAR|PDL(diag))
uplo : UPPER = 0 | LOWER = 1, default = 0
diag : UNITARY DIAGONAL = 1, default = 0
# Assume $a is upper triangular
my $a = random(10,10);
my $inv = mtriinv($a);

Iter Vehemens ad Necem project is a graphical roguelike game.
Iter Vehemens ad Necem (IVAN) is a graphical roguelike game which currently runs in Windows, DOS, and Linux. It features advanced bodypart and material handling, multi-colored lighting and, above all, deep gameplay.
Fellow adventurer, turn back while you can! For here begins the roguelike Iter Vehemens ad Necem, a Violent Road to Death. If you choose to travel along it, you will dive into countless exciting adventures to gain items of great magic, attain powerful equipment made of mysterious materials, bathe in the blessings of mighty gods and recruit loyal allies of various shapes and sizes.
Unfortunately, along the way you will also often be dangerously injured, poisoned, catch numerous diseases, lose several limbs and transform into manifold different kinds of pitiful creatures in the darkest depths of hostile dungeons. And, at the end of the road, you are bound to perish in a most gruesome and painful way. Dont say we didnt warn you.
Enhancements:
- fluids can now cover items and characters and interact with them
- items made of iron alloys can now rust
- added directional light and day and night which use it
- added some cosmetical weather effects
- New Attnam has now many new NPCs, for instance a sumo wrestler who can be challenged
- polymorph control is now more interesting; you need to see a monster once before you can polymorph into it, and more powerful ones require more intelligence
- added wands of acid rain, mirroring and necromancy
- added scrolls of detect material, harden material and golem creation
- added several new monsters, eg. powerful named archangels for each god and necromancers who raise skeletons and zombies to do their bidding
- one can now give pets tactical commands, change their equipment and use them to carry extra stuff (these are accessed using Chat and Issue commands keys)
- the player can now panic if he gets hit too much, like the monsters have done in previous versions
- the player can now become exhausted if he fights for too long and/or uses the new run command too much
- spiders are now able to make webs
- you can now get stuck to slime
- badly hurt/trapped bodyparts now become unusable until they regain some HP/become untrapped
- it is now possible to browse detailed death reasons of individual monsters in the postgame massacre lists
- added many new informative graphical details, for instance recently altered attributes are shown with a different color for some time
- gloomy cave is now longer and has more special levels and rooms
- all the endgame battles are more complex
- added leprosy, a nasty disease which causes your limbs to drop off randomly