[PDF] Top 20 An algebraic model for free rational G-spectra
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An algebraic model for free rational G-spectra
... For example, the category of free rational G -spectra will now be denoted ‘free- G -spectra’. We also use the standard conventions that ‘DG’ abbreviates ‘differential ... See full document
11
Vibrational spectra of distorted structure Macro & Nano molecules: An algebraic approach
... Lie algebraic model introduction [7-18] could proved itself to be a successful model in the study of vibrational spectra of small, medium size and polya- tomic molecules ...The ... See full document
10
Rational SO(2) equivariant spectra
... that algebraic category into the algebraic model A (T), by directly calculating the effects of these cellularizations and ...of model categories. We will use several model categories ... See full document
30
Rational S^1-equivariant elliptic cohomology
... the model are very natural invariants of the curve given by sheaves of functions with specified poles at points of finite order: Definition ...the model of [9] may wish to look at this immediately. In fact ... See full document
64
Optimal Use of Put Options in a Stock Portfolio
... My model rephrases a fundamental question from insurance economics: how much coverage should a risk averse agent buy? Classic studies of rational insurance purchasing use exact algebraic analysis ... See full document
16
Overtone spectra of porphyrins and its substituted forms: an algebraic approach
... the algebraic model for a vibrating ...one-dimensional algebraic model, consisting of a formal replacement of the interatomic, bond coordinates with unitary ...attain algebraic ... See full document
15
Vibrational spectra of oxygen and nitrogen bridged iron octaethylporphyrin dimers by an U(2) algebraic
... In the study of Resonance Raman spectra of Octaethyl dimers, we have applied one dimensional algebraic model i.e. U(2) Vibron model. In this study we reported RMS deviation and the locality ... See full document
6
A^1-connectivity on Chow monoids v.s. rational equivalence of algebraic cycles
... simplicial model category with model structure M = (W, C, F ) in it, let I and J be the sets of, respectively, gener- ating cofibrations and generating trivial cofibrations in C , and let S be a set of ... See full document
22
Non-Hermitian systems of Euclidean Lie algebraic type with real energy spectra
... corresponding spectra are entirely real and also domains where the PT symmetry is spontaneously broken and sometimes also regained at exceptional ...complex spectra is characterized by the breakdown of the ... See full document
18
The free electron response in reflectance anisotropy spectra
... layer model, where the surface layer is modeled by two in- dependent Drude-like dielectric functions, which allows an anisotropic scattering rate to be introduced, with the lower scattering rate being associated ... See full document
10
An Unsupervised, Model-Free, Machine-Learning Combiner for Peptide Identifications from Tandem Mass Spectra
... In this high-throughput LC-MS/MS setting, peptides are associated with tandem mass spectra by search engines that compare peptide sequences with each spectrum and rate the quality of the match with a score. Each ... See full document
14
An algebraic model for rational torus equivariant spectra
... of rational T-equivariant cohomology theories, a pre- cise formulation and proof of the rational T-equivariant Segal conjecture, and an algebraic analysis of existing theories, such as ...a ... See full document
60
Rational equivariant cohomology theories with toral support
... If G is a compact Lie group, the author has conjectured [11] that one may describe the homotopy theory of rational G-spectra in algebraic ...of rational G-spectra ... See full document
58
The Balmer spectrum of rational equivariant cohomoloy theories
... of rational G -equivariant cohomology theories for a compact Lie group G is the homotopy category of rational G -spectra and therefore ...of G , with the topology ... See full document
28
An algebraic model for rational torus equivariant spectra
... of rational T -equivariant cohomology theories, a pre- cise formulation and proof of the rational T -equivariant Segal conjecture, and an algebraic analysis of existing theories, such as ...a ... See full document
60
An algebraic model for rational torus-equivariant spectra
... that spectra like this do not admit an action of the equivariant linear isometries operad on a complete ...to G takes the non-equivariant unit to the equivariant ...of spectra we work ... See full document
62
Isometries between quantum convolution algebras
... von Neumann algebras, for which see [13]. However, this paper is not self-contained, and should be read in conjunction with [14]. Indeed, in a number of places, we shall reference [14], where really we need the obvious ... See full document
24
Decidability of membership problems for flat rational subsets of $\mathrm{GL}(2,\mathbb{Q})$ and singular matrices
... This paper pushes the decidability border even further. First of all we consider membership problems for 2 × 2 matrices over the rationals whereas [25, 26] deal with integer matrices. Since everything is fine for GL(2, Z ... See full document
15
Relationships between Darboux Integrability and Limit Cycles for a Class of Able Equations
... a rational first integral and all the solutions of system are ...the algebraic solutions of the system; in particular they showed that this polynomial system admits an integrating factor which is a ... See full document
8
Examples of Rational Toral Rank Complex
... a rational homotopical classification of almost free toral actions on spaces in the rational homotopy type of X associated with rational toral ranks and also presents certain relations in ... See full document
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