Results 11 to 20 of about 249,477 (266)
The space of sections of a smooth function
Given a compact manifold $X$ with boundary and a submersion $f : X \rightarrow Y$ whose restriction to the boundary of $X$ has isolated critical points with distinct critical values and where $Y$ is $[0,1]$ or $S^1$, the connected components of the space of sections of $f$ are computed from $π_0$ and $π_1$ of the fibers of $f$. This computation is then
Gunnar E. Carlsson, Benjamin Filippenko
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Position Vectors of the Natural Mate and Conjugate of a Space Curve
The concept of the natural mate and the conjugate curves associated to a smooth curve in Euclidian 3-space were introduced initially by Dashmukh and others.
Azeb Alghanemi, Meraj Ali Khan
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IDEALIZATION OF DE SMOOTH SPACE.
In A Thousand Plateaus, Capitalism and Schizophrenia by Gilles Deleuze and Felix Guattari, there is a chapter devoted to the concept of the smooth and the striated. The example par excellence of a smooth space is the labyrinth.
Aurelio Vallespín Muniesa
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On Subgradient Methods with Polyak’s Step and Space Transformation
Introduction. Minimization of ravine convex functions, both smooth and non-smooth, arises in many problems of planning, control, stability analysis of dynamic systems, artificial intelligence, and machine learning.
Viktor Stovba, Oleksandr Zhmud
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THE SMOOTH STRUCTURE OF THE SPACE OF PIECEWISE-SMOOTH LOOPS [PDF]
AbstractWe consider the problem of defining the structure of a smooth manifold on the various spaces of piecewise-smooth loops in a smooth finite-dimensional manifold. We succeed for a particular type of piecewise-smooth loops. We also examine the action of the diffeomorphism group of the circle. It is not a useful action on the manifold that we define.
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Momentum-space entanglement after smooth quenches
We compute the total amount of entanglement produced between momentum modes at late times after a smooth mass quench in free bosonic and fermionic quantum field theories.
Daniel W. F. Alves, Giancarlo Camilo
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ON THE FRECHET DIFFERENTIABILITY OF LUXEMBURG NORM IN THE SEQUENCE SPACES l^{p_n} WITH VARIABLE EXPONENTS [PDF]
It is shown that the Luxemburg norm in the sequence space l^{(p_n)} with variable exponents is Frechet - differentiable and a formula expressing the Frechet derivative of this norm at any nonzero x ∈ l^{(p_n)} is given.
PAVEL MATEI
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The Possibility of Resistance within The Rhizomatics of Cyberspace: William Gibson’s Neuromancer [PDF]
In his “Postscript on the Societies of Control,” Deleuze introduces contemporary society as a control society, delineating it as a rhizomatic one which, by its very nature, trespasses national boundaries, attains a global dimension and develops a new ...
Çokay Nebioğlu, Rahime
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Interpolation and Best Approximation for Spherical Radial Basis Function Networks
Within the conventional framework of a native space structure, a smooth kernel generates a small native space, and radial basis functions stemming from the smooth kernel are intended to approximate only functions from this small native space.
Shaobo Lin, Jinshan Zeng, Zongben Xu
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ANALYZING THE SMOOTH AND STRIATED SPACE IN PASAR CIPUTAT TANGERANG SELATAN
Striated is seen as a fixed space and carries a sense of border. On the other hand, smooth space is seen as continuous and open interval. However, both terms are always intermingling, at one point smooth can be striated and vice versa. A city can be seen
Eka Permanasari, Bonardo Tobing
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