topological mapping
Generalized fuzzy topographic topological mapping
... Topographic Topological Mapping (FTTM) is a model for solving neuromagnetic inverse ...four topological spaces which are connected by three ...
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Form finding of Bionic Structures Using the Force Density Method and Topological Mapping
... In conclusion, it can be noted that there are different principles of form finding of shell structures. Architects and engineers determine the method which is the most suitable for the particular case by a number of ...
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Generalized finite sequence of fuzzy topographic topological mapping
... Abstract: Problem statement: Fuzzy Topographic Topological Mapping (FTTM) was developed to solve the neuromagnetic inverse problem. FTTM consisted of four topological spaces and connected by three ...
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The first isomorphism theorem of lie group for fuzzy topographic topological mapping
... Fuzzy Topographic Topological Mapping (FTTM) is a novel method for solving neuromagnetic inverse problem to determine the current source. i.e. epileptic foci. The recorded magnetic fields help in ...
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Sequences and cubes of finite vertices of fuzzy topographic topological mapping
... calculated value similar to the least squares method. Then, a point with a minimum least square is the location of a current source. On the other hand, Fuzzy Topographic Topological Mapping (FTTM) is a ...
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Group-like algebraic structures of fuzzy topographic topological mapping for solving neuromagnetic inverse problem
... the topological structure defined by τ on X. A topological space is a set endowed with a topological structure (Bourbaki, ...Two topological spaces are topologically equivalent if there is a ...
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Determining the multi-current sources of magnetoencephalography by using Fuzzy Topographic Topological Mapping
... The detailed implementation of the FTTM2 is illustrated in Chapter 7 where the topological structure of FTTM2 plays another main role in localizing the current sources. The implementation starts with the ...
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Discretization of flat Electroencephalography (EEG) using a probability distribution for fuzzy topographic topological mapping (FTTM) application
... This study will give the understanding on how the FTTM model can determine the location of the current source produced by EEG signals and the effectiveness of the program for generating [r] ...
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Homeomorphisms of fuzzy topographic topological mapping (FTTM)
... plotted, namely T M. All of the components are topological spaces [5]. Furthermore, FTTM is also specially designed to have equivalent topological structures between its components. The outline of the proof ...
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Topological Data Mapping for Improved Generalization Capabilities using Counter Propagation Networks
... Along with changing the size of the category map, our method can change the total number of training data arbitrarily. This means that our method can expand or compress the number of training data according to a target ...
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Topological blockade and measurement of topological charge
... of topological blockade: a setup that should measure non-Abelian braiding statistics, and a setup allowing us to entangle a topological qubit with a singlet-triplet ...model.—A topological qubit, ...
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Forgotten topological index of some nanostructures
... Topological indices are used to study the characteristics of drug molecules for the past 40 years. The drug experiments showed that there is a close relation between the chemical and pharmacodynamics ...
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Some Topological Concepts In Penta Topological Space
... [7] Priyadharshini P and Parvathi A(2017), Tri-b-Continuous Function in Tri Topological Spaces, International Journal of Mathematics and its Applications, Vol.[r] ...
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On α−Irresolute Topological Rings
... (2) Let y ∈ αCl(x+A). Suppose z = −x+y and W be an α−open set in R containing z. From the definition of an α−irresolute topological ring, we obtain α−open sets U and V in R such that −x ∈ U, y ∈ V and U + V ⊆ W. By ...
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A convenient category of topological partial groups
... of topological partial groups, as objects and the ℘-morphisms of topological partial groups, as arrows; K: The category of topological spaces, as objects and k-continuous maps, as arrows; kpg: The ...
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Entropic manifestations of topological order in three dimensions
... We now introduce a family of topological models that are the three-dimensional generalisation of the string-net models [ ? ]. The Walker-Wang lattices provide a partic- ular realisation of these models [ ? ]. We ...
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A note on topological semigroup-groupoid
... a topological semigroup X , the fundamental groupoid 1 X is a semigroup-groupoid and so we have a category denoted by SGpGpdCov/ 1 X whose objects are semigroup-groupoid coverings p : G ~ 1 X of 1 X and ...
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Valley switch in a graphene superlattice due to pseudo-Andreev reflection
... the topological origin of this valley switch, by mapping the problem onto that of Andreev reflection from a topological superconductor, with the electron-hole degree of freedom playing the role of ...
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Induced Topological Phases at the Boundary of 3D Topological Superconductors
... 2D topological boundary is delocalised between two spatially separated surfaces ...the topological phase, together with relation (10), pro- vide a protection that is not present in the purely 2D system, as ...
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On a-N-Topological Spaces Associated with Fuzzy Topological Spaces
... Lindelof fuzzy topological spaces, using shading family are given below. Definition 2.14. [1] Let 0 α 1. A fts. (X, τ) is said to be α–Lindelof if and only if every –shading of by fuzzy open sets in has a ...
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