Discrete Nonsense Random thoughts on Math and other interests
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The site had the following in the homepage, "Random thoughts on Math and other interests." I noticed that the web site stated " Following resources explain the overview of Neural Networks and aided me enough to get recorded here for future references." They also stated " Deep Learning in Neural Networks An Overview http arxiv. Neural Network zoo http www. Multiple links here https sites. This post will be updated with more links on a continuous basis."ANALYZE MORE BUSINESSES
Is a collection of statements and stories reflecting why I love life, starting before time and evolving with every new bit of awareness I acquire. People, Software development, Physics often top my list of discrete passions. Thursday, November 28, 2013. The immensity of it all means good news to me. The news? No matter what, we are all innocent. Saturday, August 24, 2013.
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Updated contents can be found at DiscretePhysics. Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by. Today it is possible to express them directly by. Starting from experimental laws,. Thus bypassing the differential formulation. A mathematical formulation of physical fields in algebraic form. Why Starting from Differential Equations for Computational Physics? .
Updated contents can be found at DiscretePhysics. Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by. Today it is possible to express them directly by. Starting from experimental laws,. Thus bypassing the differential formulation. A mathematical formulation of physical fields in algebraic form. Why Starting from Differential Equations for Computational Physics? .
Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by differential equations. Today it is possible to express them directly by algebraic equations,. Starting from experimental laws,. Thus bypassing the differential formulation. A mathematical formulation of physical fields in algebraic form.