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Form invariant transformations between n- and m-dimensional flat friedmann-robertson-walker cosmologies
(World Scientific, 2008-10)
We illustrate how a group of symmetry transformations, which preserve the form of the n-dimensional flat Friedmann-Robertson-Walker cosmologies satisfying Einstein's equations, act in any dimension. This group relates the ...
Dissolution properties, solid-state transformation and polymorphic crystallization: Progesterone case study
(Taylor & Francis, 2014-11)
Progesterone is a natural steroid hormone and a poor soluble drug which presents two polymorphs (forms 1 and 2). Different methods to obtain form 2 were tested and a complete solid-state characterization of both polymorphs ...
Dissolution properties, solid-state transformation and polymorphic crystallization: progesterone case study
(2014)
Progesterone is a natural steroid hormone and a poor soluble drug which presents two polymorphs (forms 1 and 2). Different methods to obtain form 2 were tested and a complete solid-state characterization of both polymorphs ...
The binomial transform and the analysis of skip lists
(ELSEVIER, 2006-03-07)
To any sequence of real numbers < a(n)>(n >= 0), we can associate another sequence < a(s)>(s >= 0), which Knuth calls its binomial transform. This transform is defined through the rule
as = Bsan = Sigma(n) (-1)(n) ...
Miura and generalized B�cklund transformation for KdV hierarchy
(2016-11-21)
Using the fact that Miura transformation can be expressed in the form of gauge transformation connecting the KdV and mKdV equations, we discuss the derivation of the B�cklund transformation and its Miura-gauge transformation ...
From E-Government to Digital Transformation: Leadership
(SpringerPE, 2022)
In these times of pandemic, the world has witnessed the power of connectivity, and many organizations have seen the need to rethink their models and even reinvent themselves in response to this new form of global connectivity. ...
Form invariant transformations between n- and m-dimensional flat friedmann-robertson-walker cosmologies
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2008)
Form invariant transformations between n- and m-dimensional flat friedmann-robertson-walker cosmologies
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2008)