It has no equal in the marketplace, because it covers practically all of p-adic analysis of one variable (except the rationality of the zeta function of an algebraic variety over a finite field and the theory of p-adic differential equations) and contains numerous results that were accessible...
Hodge theory on Alexander invariants - A surveyInfinite cyclic coverAlexander moduleMixed Hodge structureThickened complexLimit mixed Hodge structureSemisimplicityWe survey recent developments in the study of Hodge theoretic aspects of Alexander type invariants associated with smooth complex algebraic varieties....
Schwede, Hodge theory meets the minimal model program: a survey of log canonical and Du Bois singularities, in: Topology of stratified spaces, Math. Sci. Res. Inst. Publ. 58, Cambridge University Press, Cambridge (2011), 51-94.S J Kovacs, K E Schwede, Hodge theory meets the minimal ...
Graduate Texts in Mathematics(共231册), 这套丛书还有 《Introduction to Topological Manifolds (Graduate Texts in Mathematics)》《General Topology》《Classical descriptive set theory》《Moduli of Curves》《Classical Fourier Analysis》 等。 我要写书评 ...
The permitting versus purging distinction, for instance, is closely in line with ‘self-completion theory’ (Wicklund and Gollwitzer, 1981, Wicklund and Gollwitzer, 1982), which postulates that, upon achieving an identity-relevant goal, we can feel ‘complete’ and thus ‘temper’ our future ...
by relying on methods from graph theory, functional networks have been derived from a mapping of the underlying structural graphs26,27,28. Also approaches from machine learning have been employed to predict the strength of functional connections from the anatomical connectivity29,30, and more recently...
In either framework, this summary, (i) and (ii), is of course a “high altitude” view of the theory. Nonetheless, we can already see how it accommodates facts that are characterised only non-locally in terms of their spacetime properties. Thus, for example, one can parallel transport an...
Recall that a differential operatorLacting on sections ofis said to be ofLaplace typeif, in local coordinatesx, it has the form (1.2) whereis the inverse matrix of the metricandare endomorphism fields. Examples for Laplace-type operators are the Hodge-Laplacianonp-forms (in particular, for,...
Hodge. Theory of Perfectly Plastic Solids. John Wiley (Brown University) 1971: L. Kachanov. Foundations of the Theory of Plasticity. North-Holland. (University of Leningrad) 2008: J. Lubliner, Plasticity Theory, Mc-Millan ((Universityy of California at Berkeley)y) TheseThese areare mymy ...
Although, in theory, the EM algorithm can be applied to any number of loci with any number of alleles, in practice, implementations are limited by the need to store estimated haplotype frequencies for every possible haplotype in the sample. These storage requirements increase exponentially with the...