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Communications of the ACM, 1969
The downhill method is a numerical method for solving complex equations ƒ( z ) = 0 on which the only restriction is that the function w = ƒ( z ) must be analytical.
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The downhill method is a numerical method for solving complex equations ƒ( z ) = 0 on which the only restriction is that the function w = ƒ( z ) must be analytical.
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2000
Kolmogorov complexity is a modern notion of randomness dealing with the quantity of information in individual objects; that is, pointwise randomness rather than average randomness as produced by a random source. It was proposed by A.N. Kolmogorov in 1965 to quantify the randomness of individual objects in an objective and absolute manner.
Tao Jiang 0001 +2 more
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Kolmogorov complexity is a modern notion of randomness dealing with the quantity of information in individual objects; that is, pointwise randomness rather than average randomness as produced by a random source. It was proposed by A.N. Kolmogorov in 1965 to quantify the randomness of individual objects in an objective and absolute manner.
Tao Jiang 0001 +2 more
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Nuovi annali d'igiene e microbiologia, 1988
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Fara, G M, Signorelli, C
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Fara, G M, Signorelli, C
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Methods and Methods and Methods
Contemporary Psychology: A Journal of Reviews, 1976openaire +1 more source
2003
We propose in this contribution a new BVP discretization method which represents the unknown distribution as well as its derivatives by piecewise constant distributions (PCD) but on distinct meshes. Once the meshes are chosen, it is relatively straightforward to define an approximate variational formulation of the BVP on the associated PCD spaces and ...
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We propose in this contribution a new BVP discretization method which represents the unknown distribution as well as its derivatives by piecewise constant distributions (PCD) but on distinct meshes. Once the meshes are chosen, it is relatively straightforward to define an approximate variational formulation of the BVP on the associated PCD spaces and ...
openaire +2 more sources

