Results 111 to 120 of about 714,179 (209)

On bounding the number of rational places of function fields

, 2022
Det overordnede tema for projektet er algebraiske funktionslegemer. Specifikt undersøger vi flere forskellige grænser på antallet af rationale places af funktionslegemer over endelige legemer.
Jensen, Kristian Skafte
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Effect of photon quantum statistics on electrons in above-threshold ionization

Physical Review Research
Strong field physics and quantum optics, two prosperous fields in modern science, have recently been connected with each other. Here, we study the quantum effect of bright squeezed vacuum light and thermal light on above-threshold ionization.
Zijian Lyu, Fengxiao Sun, Yiqi Fang, Qiongyi He, Yunquan Liu   +4 more
doaj   +1 more source

Biases in the prime number race of function fields

, 2010
We derive a formula for the density of positive integers satisfying a certain system of inequality, often referred as prime number races, in the case of the polynomial rings over finite fields.
Kim, Seick, Cha, Byungchul
core   +1 more source

Combining the independent pixel and point-spread function approaches to simulate the actinic radiation field in moderately inhomogeneous 3D cloudy media

, 2008
Field observations and three-dimensional (3D) radiative transfer (RT) simulations of the actinic flux density show strongly pronounced local variations in the presence of inhomogeneous cloud fields which depend on the spatial distribution of the clouds ...
Kniffka, Anke, Trautmann, Thomas
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On lattices from function fields [PDF]

, 2017
In this thesis, we study the lattices ∧p associated to a function eld F/Fq and a subset P⊆P (F), which are the so-called function eld lattices. We mainly explore the well-roundedness property of ∧p.
Ateş, Leyla
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Computing splitting fields and galois groups over local function fields [PDF]

In dieser Doktorarbeit wird ein Algorithmus zum Berechnen von Galoisgruppen über lokalen Funktionenkörpern entwickelt. Dabei wird eine Variante des Zerfällungskörper-Algorithmus verwendet und ausgenutzt, dass lokale Funktionenkörper isomorph zu einem ...
Zervou, Anthoula
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Primes in Tuples of Linear Forms in Number Fields and Function Fields

Following the work of Castillo-Hall-Oliver-Pollack-Thompson who extended Maynard-Tao theorem on admissible tuples to number fields and function fields for tuples with monic linear forms, here we obtain the Maynard-Tao theorem for admissible tuples of ...
Rahaman, Habibur
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Sieving in Function Fields

, 1997
We present the first implementation of sieving techniques in the context of function fields. More precisely, we compute in class groups of quadratic congruence function fields by combining the Algorithm of Hafner and McCurley with sieving ideas known ...
Ralf Flassenberg, Sachar Paulus
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Effects of curved superconducting magnets on beam stability in a compact ion therapy synchrotron

Physical Review Accelerators and Beams
Superconducting, curved magnets can reduce accelerator footprints by producing strong fields (>3  T) and reducing the total number of magnets through their capability for combined-function multipolar fields, making them an attractive choice for ...
H. X. Q. Norman, R. B. Appleby, E. Benedetto, S. L. Sheehy   +3 more
doaj   +1 more source

The class number one problem in function fields [PDF]

, 2003
Thesis (MComm)--Stellenbosch University, 2003.ENGLISH ABSTRACT: In this dissertation I investigate the class number one problem in function fields. More precisely I give a survey of the current state of research into extensions of a rational function ...
Harper, John-Paul
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