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Topological group
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Ebook "The chemical bond II: 100 years old and getting stronger" starts with a detailed account of Lewis and Kossel’s legacy in defining the bonding in ionic and covalent compounds of main group elements and addresses the thermochemical and bond length implications of the Lewis and Kossel models.
272p
tracanhphuonghoa1007
22-04-2024
3
2
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Part 2 book "A course in modern mathematical physics - Froups, hilbert space and differential geometry" includes content: Topology, measure theory andintegration, distributions, hilbert spaces, quantum mechanics, differential geometry, differentiable forms, integration on manifolds, connections and curvature, lie groups and lie algebras.
346p
muasambanhan10
06-04-2024
3
0
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Ebook "From single molecules to nanoscopically structured materials" principle relied on the defined functionalization of macromolecules and macromolecular assemblies. The basic idea was to chemically encode the building blocks, permitting better control of structure formation. The placement of ionic or hydrogen-bonding groups into well-defined positions, the definition of amphiphilic “patches” and the creation of directed as well as non-directed interactions have led to novel aggregate topologies in solution as well as on surfaces.
293p
tudohanhtau1006
29-03-2024
2
1
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Part 1 book "Field theories of condensed matter physics" includes content: Introduction, the hubbard model, the magnetic instability of the fermi system, the renormalization group and scaling, one dimensional quantum antiferromagnets, the luttinger liquid, sigma models and topological terms, spin liquid states.
303p
muasambanhan07
08-02-2024
3
0
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Continued part 1, part 2 of lecture Topology presents the following content: algebraic topology; structures on topological spaces; classification of compact surfaces; homotopy; the fundamental group; the fundamental group of the circle; differential topology; tangent spaces and derivatives;...
139p
damtuyetha
09-01-2023
8
2
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The genome topology network (GTN) is a new approach for studying the phylogenetics of bacterial genomes by analysing their gene order. The previous GTN tool gives a phylogenetic tree and calculate the different degrees (DD) of various adjacent gene families with complete genome data, but it is limited to the gene family level.
14p
viansan2711
30-07-2021
8
1
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The paper is a continuation of the authors’ works [18], [19]. In [18], we consider foliations formed by the maximal dimensional K-orbits (MD5-foliations) of connected MD5-groups that their Lie algebras have 4-dimensional commutative derived ideals and give a topological classification of the considered foliations. In [19], we study K-theory of the leaf space of some of these MD5-foliations, analytically describe and characterize the Connes’ C*-algebras of the considered foliations by the method of K-functors.
10p
gaunguyen6789
19-10-2019
27
0
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Locally symmetric spaces play an important part in differential geometry and arise from many different areas such as topology, number theory, representation theory, algebraic geometry,...The typical important class consists of quotients of symmetric spaces by arithmetic groups, for example, the moduli space of elliptic curves is the quotient of the upper half plane H2 by SL(2, Z).
9p
thiendiadaodien_9
04-03-2019
31
0
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In this paper, we study the relationships between the cohomological structure of a space and that of the fixed point set of a finite dimensional pro-torus action on the space. This paper is about finite dimensional compact groups. The concept of the dimension of a compact topological group plays an essential role in transformation group theory.
9p
nutifooddau
21-01-2019
30
1
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In this paper we generalize this result to a large class of algebraic objects called topological groups with operations, including topological groups. We also prove that the crossed modules and internal categories within topological groups with operations are equivalent.
13p
danhdanh27
07-01-2019
14
1
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We describe the K-ring of the classifying space of the generalized quaternion group in terms of generators and the minimal set of relations. We also compute the order of the main generator in the truncated rings.
5p
danhdanh27
07-01-2019
24
2
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In this paper, using generalized groups and their generalized actions, we define and study the notion of T-spaces. We study properties of the quotient space of a T-space and we present the conditions that imply the Hausdorff property for it. We also prove some essential results about topological generalized groups.
13p
danhdanh27
07-01-2019
15
2
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(BQ) Part 2 book "A first course in abstract algebra" has contents: Extention fields, advanced group theory, groups in topology, factorization, automorphisms and galois theory.
251p
bautroibinhyen19
02-03-2017
44
6
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In traditional switched LANs, the physical topology is closely related to the logical topology. • Generally, workstations must be grouped by their physical proximity to a switch. • To communicate among LANs, each segment must have a separate port on the backbone device or a connection to a common backbone.
46p
vanmanh1008
21-05-2013
39
3
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Operations in the intermediate stage segregate some elements and group others, forming coherent representations. In late visual process- ing stages certain regions of the object are selected for further scrutiny, memories are activated, objects are recognized and associated with meanings. In the case of visual stimuli found to be aesthetically pleasing, these operations elicit emo- tional processes, which feedback into the system via attentional mechanisms.
8p
giamdocamnhac
06-04-2013
39
3
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Static NAT – Mapping an unregistered IP address to a registered IP address on a one-to-one basis. Particularly useful when a device needs to be accessible from outside the network.Dynamic NAT – Maps an unregistered IP address to a registered IP address from a group of registered IP addresses. Dynamic NAT also establishes a one-to-one mapping between unregistered and registered IP address, but the mapping could vary depending on the registered address available in the pool, at the time of communication....
81p
mrdvad11
12-03-2013
145
51
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We report a study of dynamics with a dsDNA-specific dye called Pico-Green bound to plasmid DNA (3.4 kb), and show that at low dye⁄DNA phosphate ratios (1 : 100 and below), PicoGreen dynamics reflect the motional dynamics of dsDNA.
11p
vinaphone15
27-02-2013
28
1
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due to the remodeling of madison square garden to serve its core activities, the westminster Kennel club has made decisions regarding their show with the safety and well-being of the dogs, exhibitors and spectators foremost in mind. all Breed benching/judging and Junior showmanship preliminaries on monday and tuesday will take place at piers 92/94, a trade show and special event venue with more than 200,000 sq. ft. of exhibition space. there will also be multi-Breed space available for those persons meeting the requirements to be in that space.
43p
doiroimavanchuadc
19-02-2013
40
3
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A long-standing conjecture due to Michael Freedman asserts that the 4-dimensional topological surgery conjecture fails for non-abelian free groups, or equivalently that a family of canonical examples of links (the generalized Borromean rings) are not A − B slice. A stronger version of the conjecture, that the Borromean rings are not even weakly A − B slice, where one drops the equivariant aspect of the problem, has been the main focus in the search for an obstruction to surgery.
21p
dontetvui
17-01-2013
72
7
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Let k be a local field, and Γ ≤ GLn (k) a linear group over k. We prove that Γ contains either a relatively open solvable subgroup or a relatively dense free subgroup. This result has applications in dynamics, Riemannian foliations and profinite groups. Contents 1. Introduction 2. A generalization of a lemma of Tits 3. Contracting projective transformations 4. Irreducible representations of non-Zariski connected algebraic groups 5. Proof of Theorem 1.3 in the finitely generated case 6. Dense free subgroups with infinitely many generators 7.
49p
noel_noel
17-01-2013
53
6
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