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Algorithmic Solutions Software GmbH
LEDA 6.4 Manual. LEDA in the U.S. More information on the LEDA pages. And in the release notes. Version 1.0, released November 4, 2014. The LEDA Numbers Package is a C library that provides all Number and Linear Algebra Types of the LEDA Software Library. Among others it specifically provides number types that can be used for exact computation with both Cartesian and homogeneous representations such as integers with arbitrary length, rational numbers and a real number data type. PRIVACY and TERMS OF USE.
Algorithmic Solutions Software GmbH
LEDA 6.4 Manual. LEDA in the U.S. More information on the LEDA pages. And in the release notes. Version 1.0, released November 4, 2014. The LEDA Numbers Package is a C library that provides all Number and Linear Algebra Types of the LEDA Software Library. Among others it specifically provides number types that can be used for exact computation with both Cartesian and homogeneous representations such as integers with arbitrary length, rational numbers and a real number data type. PRIVACY and TERMS OF USE.
algorithmic-trader.blogspot.com
Algorithmic Trader
Defining new ways to profit from short-term price movements. Monday, November 30, 2009. While trading, it is natural to come in to contact with different traders. Recently, I observed some comments floating around a chat forum which caused me to raise my eyebrows in concern. I am certainly not claiming to be an expert in these matters, but some interesting issues surfaced which I would like to share with you. Trading Decisions for the Market You are Trading. Calling Tops and Bottoms May Be Fun. This may ...
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Algorithmic worlds
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algorithmic-worldview.blogspot.com
The algorithmic worldview
Mathematical reality is more fundamental than physical reality. Monday, January 19, 2009. In one of our projects, we encountered this dilemma where we had to nitpick on (the probability of) co-occurrence of a pair of events and correlation between the pair of events. Here is my attempt at disambiguating between the two. Looking forward to any pokes at loopholes in my argument. Of e1 and e2. Let's represent this as p(e1,e2). The joint probability of a pair of random processes A and B is defined as:. When ...
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