Misattributions people make about their own affective reactions can be used to measure attitudes implicitly. Combining the logic of projective tests with advances in priming research, the affect misattribution procedure (AMP) was sensitive to normatively favorable and unfavorable evaluations (Experiments 1-4), and the misattribution effect was strong at both fast and slow presentation rates (Ex...

Logically, though not historically, projective techniques must be regarded as a part of the general field of psychological measurement. Projective testing and research may therefore legitimately be studied within the theoretical and methodologicall framework of psychological measurement, always keeping in mind, of course, the problems that are peculiar to projective techniques. Largely as a.. r...

Abstract We prove that the number of irreducible real characters in a nilpotent block finite group is locally determined. further conjecture Frobenius–Schur indicators those can be computed for $$p=2$$ p = 2 terms extended defect group. derive this from...

We give a geometric criterion for Dirichlet L-functions associated to cyclic characters over the rational function field ????q(t) vanish at central point s=12. The idea is based on observation that vanishing can be interpreted as existence of map from projective curve character some abelian variety ????q. Using this criterion, we obtain lower bound number cubic whose where q=p4n any prime p?2 m...

In this paper, we introduce the notion of {bf K}-flat projective fuzzy quantales, and give an elementary characterization in terms of a fuzzy binary relation on the fuzzy quantale. Moreover, we  prove that {bf K}-flat projective fuzzy quantales are precisely the coalgebras for a certain comonad on the category of fuzzy quantales. Finally, we present two special cases of {bf K} as examples.

in this paper, lie group structure and lie algebra structure of unit complex 3-sphere     are studied. in order to do this, adjoint representations of unit biquaternions (complexified quaternions) are obtained. also, a correspondence between the elements of     and the special complex unitary matrices    (2) is given by expressing biquaternions as 2-dimensional bicomplex numbers    .  the relat...

Abstract For a finite-dimensional Hopf algebra $\mathsf {A}$ , the McKay matrix {M}_{\mathsf {V}}$ of an -module {V}$ encodes relations for tensoring simple -modules with . We prove results about eigenvalues and right left (generalized) eigenvectors by relating them to characters. show how projective {Q}_{\mathsf obtained indecomposable modules is related dual module illustrate these Drinfeld d...

Quot schemes of quotients a trivial bundle arbitrary rank on nonsingular projective surface X carry perfect obstruction theories and virtual fundamental classes whenever the quotient sheaf has at most 1-dimensional support. The associated generating series Euler characteristics was conjectured to be rational function in Oprea Pandharipande (in, Geom Topol. http://arxiv.org/abs/1903.08787 ) whe...

We construct orbifolds of holomorphic lattice vertex operator algebras for non-abelian finite automorphism groups G. To this end, we twisted modules automorphisms g together with the projective representation centralizer on module. This allows us to extract irreducible fixed-point VOA VG, and compute their characters modular transformation properties. then VOAs by adjoining such VG. Applying th...