Results 111 to 120 of about 96,341 (238)
ON THE RECURRENCE FORMULA OF THE EULER ZETA FUNCTIONS
In this paper, we find a new recurrence formula fo the Euler zeta functions.
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Informational Differences, Adaptive Learning, and Inflation Forecast Bias
ABSTRACT This work highlights a previously overlooked factor that contributes to bias in private inflation forecasts—ignorance of confidential monetary rules. Additionally, it examines how this ignorance indirectly affects policy rate settings. The model proposed reconciles biases in two key forecast sources: the inflation expectations from the Survey ...
Qiang Chen, Zechen Yin
wiley +1 more source
An Euler-Poincaré formula for depth zero Bernstein projector [PDF]
Work of Bezrukavnikov--Kazhdan--Varshavsky uses an equivariant system of trivial idempotents of Moy--Prasad groups to obtain an Euler--Poincar\'e formula for the r--depth Bernstein projector. We establish an Euler--Poincar\'e formula for the projector to an individual depth zero Bernstein component in terms of an equivariant system of Peter--Weyl ...
arxiv
Abstract The absorption and bioavailability of most tyrosine kinase inhibitors are affected by gastrointestinal pH as they are weak basic lipophilic drugs. Hence, concomitant use of acid reducing agents (ARAs) is frequently restricted. Particularly comedication of crystalline dasatinib (Sprycel) and proton‐pump inhibitors (PPIs) should be avoided. Drug–
Per Andersson+4 more
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A Stereographic Representation of Euler's Formula to Show Spirals and Topological Similarities to Micro-Structures in Ruminants and Forages [PDF]
Masataka Shimojo+10 more
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On Infinite Series and with Their Some Applications to Euler's Summation Formula
Abdel Radi Abdel Gadir Abdel Rahman+3 more
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We investigated latent classes of typically developing youth with subgroups of primary and secondary callous‐unemotional youth. Sex differences were also explored. The groups were then compared on maltreatment histories (abuse and neglect) and experiences of parenting.
Jessica J. Todorov+21 more
wiley +1 more source
A Generalized Function defined by the Euler first kind integral and its connection with the Dirac delta function [PDF]
We have shown that in some region where the Euler integral of the first kind diverges, the Euler formula defines a generalized function. The connected of this generalized function with the Dirac delta function is found.
arxiv
Exponential Functions with Base e in Growth Analysis and Deriving Them from Rotations of Axes of Time Described using Euler's Formula [PDF]
Masataka Shimojo+10 more
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ON EULER'S FORMULAE FOR DOUBLE ZETA VALUES
In 1776, L. Euler proposed three methods, called prima methodus, secunda methodus and tertia methodus, to calculate formulae for double zeta values. However strictly speaking, his last two methods are mathematically incomplete and require more precise reformulation and more sophisticated arguments for their justification.
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