A Seifert matrix is a square integral matrix V satisfying det(V − V T ) = ±1. To such a matrix and unit complex number ω there is a signature, σω(V ) = sign((1 − ω)V + (1 − ω̄)V T ). Let S denote the set of unit complex numbers with positive imaginary part. We show {σω}ω∈S is linearly independent, viewed as a set of functions on the set of all Seifert matrices. If V is metabolic, then σω(V ) = 0...

A Seifert matrix is a square integral matrix V satisfying det(V − V T ) = ±1. To such a matrix and unit complex number ω there is a signature, σω(V ) = sign((1 − ω)V + (1 − ω̄)V T ). Let S denote the set of unit complex numbers with positive imaginary part. We show {σω}ω∈S is linearly independent, viewed as a set of functions on the set of all Seifert matrices. If V is metabolic, then σω(V ) = 0...

ever since alexander emerged in the history of iran, his being greek or iranian has been a matter of dispute. the subject has later entered the discussions over alexander’s identity as ruler, governor, explorer, adventurer, etc. even these days disputes over his existence or his territory exist. a purely historical study on the subject should be based on documents. yet since a great part of wri...

THE Rh FACTOR AND ITS CLINICAL APPLICATIONS PHILIP LEVINE ALEXANDER S. WIENER Recent Developments in Iso-Immunization by the Rh Factor. Philip Levine.’ Am. J. Obst. & Gynec.

In this paper we prove a starlikeness property for the Bernardi operator concerning ( ) α S -class and two particular properties for Libera and Alexander operators.

THE Rh FACTOR AND ITS CLINICAL APPLICATIONS PHILIP LEVINE ALEXANDER S. WIENER Recent Developments in Iso-Immunization by the Rh Factor. Philip Levine.’ Am. J. Obst. & Gynec.

Correction for 'Highly photoluminescent copper carbene complexes based on prompt rather than delayed fluorescence' by Alexander S. Romanov et al., Chem. Commun., 2016, 52, 6379-6382.

THE Rh FACTOR AND ITS CLINICAL APPLICATIONS PHILIP LEVINE ALEXANDER S. WIENER Recent Developments in Iso-Immunization by the Rh Factor. Philip Levine.’ Am. J. Obst. & Gynec.

In 1914, the 1-dimensional case of the conjecture was proven in full generality by Caratheodory and Osgood-Taylor using elaborate methods from complex analysis. The 2-dimensional case was studied in the 1920s by Alexander who first circulated a manuscript claiming a proof but soon discovered a counterexample himself, the famous horned sphere. Later Alexander found an extra condition under which...