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The Dirac Equation is a Special Case of the MaxwellCassano Equations
http://www.scivee.tv/node/63581
<p>The Dirac Equation is a Special Case of the MaxwellCassano Equations</p>
<p>For vector Phi of D<br />
The KleinGordon equation may be written (see reference (4)):</p>
<p>Whenever Phi of D is a 2 to the Mdimensional vector, via a matrix differential operator factorization, it may be written (in the Dirac representation), as shown here:<br />
and, since these matrix operators are commutative:<br />
conformability of the matrices requires thatthese matrices<br />
are all 2×1 matrices; yielding: </p>
<p>For symmetry purposes, let:<br />
t=ix^0<br />
then, combining into a single matrix equation,</p>
<p><a href="http://www.scivee.tv/node/63581">read more</a></p>
differential operator
Dirac equation
electromagnetic field
KleinGordon equation
math
Maxwell's equations
particle physics
quantum field theory
quantum mechanics
Wed, 01 Apr 2015 12:17:44 +0000
cloudmichael
63581 at http://www.scivee.tv

CES 2014: Barobo robots teach children algebra
http://www.scivee.tv/node/61772
<p>At the Consumer Electronics Show, CES 14, Barobo, Inc. showed the NSF their robot that helps teach children algebra in a completely new way. By taking algebra off the page and into the physical world, Barobo aims to inspire a new generation of mathematicians.</p>
algebra
Consumer Electronics Show
math
National Science Foundation
NSF
robot
robots
Thu, 16 Jan 2014 01:21:10 +0000
nsf
61772 at http://www.scivee.tv

Feature Based Terrain Modeling
http://www.scivee.tv/node/59141
<p>Author: Ali Charara, PhD Candidate<br />
Supervisor: Alyn Rockwood, Professor of Applied Mathematics<br />
Assisted by: Eduard Wisernig, Mousumi Pain</p>
Ali Charara
Alyn Rockwood
Applied
Attribute
based
center
Geometric
GMSV
KAUST
King Abdullah
math
mathematics
modeling
research
science
supercomputing
Technology
Terrain
University
Sun, 09 Jun 2013 16:14:01 +0000
apryl
59141 at http://www.scivee.tv

Science Nation  Music and Creativity
http://www.scivee.tv/node/48669
<p>Georgia Tech's Parag Chordia believes music is a universal part of human culture, and his research shows music education can inspire greater interest in math, physics, and computer science. Chordia heads Georgia Tech's "Music Intelligence Group." With support from the National Science foundation, his goals are to program computers to understand music the way humans do naturally  anticipating what is coming next. He's also studying changes in the brains of professional musicians as they play composed music versus when they improvise.</p>
<p><a href="http://www.scivee.tv/node/48669">read more</a></p>
brain
Chordia
cognitive
compose+
computer
Computers
Georgia Tech
Improvisation
improvise
Institute of Technology
instruments
math
music
Music Intelligence Group
musical
musicians
National Science Foundation
NSF
Parag
sarod
science
Science Nation
sciencenation
Wed, 13 Jun 2012 15:52:34 +0000
nsf
48669 at http://www.scivee.tv

DIRICOM Research Project
http://www.scivee.tv/node/34662
<p>This video presents the DIRICOM Research Project. One of the goals inside this Project is to design a wireless system network that allows the communication among cars (the socalled Vehicular Adhoc Network or VANETs). For more information, please visit: <a href="http://diricom.lcc.uma.es/diricom/diricomeng/index.html" rel="nofollow">DIRICOM web site</a></p>
<div class="og_rss_groups"><ul class="links"><li class="first last og_links"><a href="/node/34663" class="og_links">DIRICOM Research Project</a></li>
</ul></div>
cellular networks
communicating cars
DIRICOM
educational
electronics
evolutionary computation
experiment
genetic algorithms
math
mathematics
metaheuristics
neo
optimization
research
Researcher talk project computer
Technology
traffic information
UMA
VANETs
vehicular adhoc network
weather information
wireless networks
DIRICOM Research Project
Mon, 03 Oct 2011 10:36:17 +0000
neo
34662 at http://www.scivee.tv

The Standard Model Architecture and Interactions Part 2 The Fermion Interaction
http://www.scivee.tv/node/28373
<p>The Standard Model Architecture and Interactions Part 2</p>
<p>© 2011 Claude Michael Cassano</p>
<p> The Fermion Interaction: </p>
<p> An interaction with entry ingredients A,B and exit ingredients C,D is denoted as you see, here: </p>
<p> A+B → C+D</p>
<p> which implies it's antiequivalent. </p>
<p> A fermion interaction is an interaction between first and second order objects, i.e.: between solitary S sub R matrices.<br />
The initial step in a fermion interaction proceess is fusion of two solitary S sub R matrices, enrtywise, into a single S sub R matrix.</p>
<p><a href="http://www.scivee.tv/node/28373">read more</a></p>
baryon
electric field
fermion
hadron
KleinGordon equation
lepton
magnetic field
math
meson
particle physics
quark
standard model
Fri, 08 Apr 2011 07:54:45 +0000
cloudmichael
28373 at http://www.scivee.tv

The Standard Model Architecture and Interactions Part 1
http://www.scivee.tv/node/28362
<p>The Standard Model Architecture and Interactions</p>
<p>© 2011 Claude Michael Cassano</p>
<p><a href="http://www.scivee.tv/node/28362">read more</a></p>
baryon
electric field
fermion
hadron
KleinGordon equation
lepton
magnetic field
math
meson
particle physics
quark
standard model
Thu, 07 Apr 2011 12:00:48 +0000
cloudmichael
28362 at http://www.scivee.tv

A Particular Solutions Inhomogeneous 2nd Order ODE Formula
http://www.scivee.tv/node/28294
<p>A Particular Solutions Formula For<br />
Inhomogeneous Second Order<br />
Linear Ordinary Differential Equations</p>
<p> © 2011 Claude Michael Cassano</p>
<p>Finding a particular solutions to a linear inhomogeneous ordinary differential equation has always been a process of determining homogeneous solutions, and then adding any particular solution of the inhomogeneous equation. The wellknown methods of undetermined coefficients and</p>
<p><a href="http://www.scivee.tv/node/28294">read more</a></p>
differential equation
math
particular solution
Mon, 04 Apr 2011 07:35:45 +0000
cloudmichael
28294 at http://www.scivee.tv

A Helmholtzian operator and electromagneticnuclear field
http://www.scivee.tv/node/27991
<p>A Helmholtzian operator is a linear second order partial differential operator, typically in four independant variables; a generalization of the d'Alembertian operator where it's additional constant vanishes. When the timeindependant version (in three independent (space) variables acting on a function or vector vanishes, the resulting equation is called the Helmholtz's equation. In four dimensions this equation is referred to as the KleinGordon equation (with imaginary constant) .</p>
<p><a href="http://www.scivee.tv/node/27991">read more</a></p>
differential operator
doublet
electromagnetic field
fourvector
Helmholtz equation
KleinGordon equation
math
matrix
Maxwell's equations
nuclear field
Tue, 22 Mar 2011 09:07:28 +0000
cloudmichael
27991 at http://www.scivee.tv

Statistical Analysis and Data Mining
http://www.scivee.tv/node/11512
<p>Presented by John Elder, Elder Research, Inc. and the University of Virginia, Charlottesville, USA.</p>
<p>John Elder and Elsevier Publishers are delighted to present this short video, extracted from training material produced by Elder Research, Inc. In this video, John introduces some of the mistakes to avoid during the data mining process.</p>
<p>This video will be of interest to business intelligence organisations and financial analysts, but also to anyone needing to extract information from large data sets.</p>
<div class="og_rss_groups"><ul class="links"><li class="first last og_links"><a href="/node/11513" class="og_links">Statistical Analysis and Data Mining</a></li>
</ul></div><p><a href="http://www.scivee.tv/node/11512">read more</a></p>
Analysis
applications
book
computer
data
Data Mining
Elder
Elsevier
Handbook
information
Joh
John Elder
math
mathematics
maths
Mining
Statistical
statistical analysis
Technology
Statistical Analysis and Data Mining
Wed, 10 Jun 2009 08:26:33 +0000
TimHowles
11512 at http://www.scivee.tv