bluuebunny/crossref_metadata_2025_split huggingface dataset:
High precision higgs from high energy muon colliders
Authors: Forslund Matthew , Meade Patrick 
Published: August 2022

Abstract
Muon colliders are an exciting possibility for reaching the highest energies possible on the shortest timescale. They potentially combine the greatest strengths of e+e− and pp colliders by bridging the energy versus precision dichotomy. In this paper we study the sensitivity of Higgs properties that can be achieved with a future 3 or 10 TeV muon collider from single Higgs production. The results presented here represent the first comprehensive picture for the precision achievable including backgrounds and using fast detector simulation with Delphes. Additionally, we compare the results of fast detector simulation with available full simulation studies that include the muon collider specific Beam Induced Background, and show the results are largely unchanged. We comment on some of the strengths and weaknesses of a high energy muon collider for Higgs physics alone, and demonstrate the complementarity of such a collider with the LHC and e+e− Higgs factories. Furthermore, we discuss some of the exciting avenues for improving future results from both theoretical and detector R&D that could be undertaken.
From conformal correlators to analytic S-matrices: CFT1/QFT2
Authors: Córdova Lucía , He Yifei , Paulos Miguel F. 
Published: August 2022

Abstract
We study families of one-dimensional CFTs relevant for describing gapped QFTs in AdS2. Using the Polyakov bootstrap as our main tool, we explain how S-matrices emerge from the flat space limit of CFT correlators. In this limit we prove that the CFT OPE density matches that of a generalized free field, and that this implies unitarity of the S-matrix. We establish a CFT dispersion formula for the S-matrix, proving its analyticity except for singularities on the real axis which we characterize in terms of the CFT data. In particular positivity of the OPE establishes that any such S-matrix must satisfy extended unitarity conditions. We also carefully prove that for physical kinematics the S-matrix may be more directly described by a phase shift formula. Our results crucially depend on the assumption of a certain gap in the spectrum of operators. We bootstrap perturbative AdS bubble, triangle and box diagrams and find that the presence of anomalous thresholds in S-matrices are precisely signaled by an unbounded OPE arising from violating this assumption. Finally we clarify the relation between unitarity saturating S-matrices and extremal CFTs, establish a mapping between the dual S-matrix and CFT bootstraps, and discuss how our results help understand UV completeness or lack thereof for specific S-matrices.
Generalizing event shapes: in search of lost collider time
Authors: Korchemsky Gregory P. , Sokatchev Emery , Zhiboedov Alexander 
Published: August 2022

Abstract
We introduce a new class of collider-type observables in conformal field theories which we call generalized event shapes. They are defined as matrix elements of light-ray operators that are sensitive to the longitudinal, or time-dependent, structure of the state produced in the collision. Generalized event shapes can be studied using both correlation functions and scattering amplitudes. They are infrared finite and smoothly transit over to the familiar event shapes. We compute them in planar $$ \mathcal{N} $$
N
= 4 super-Yang-Mills theory at weak and strong coupling, and study their physical properties. We show that at strong coupling both the stringy and quantum-gravitational corrections to the energy-energy correlation exhibit longitudinal broadening that manifests itself through the presence of long-time tails in the energy flux measured by the detectors.
Large and small corrections to the JLMS Formula from replica wormholes
Authors: Kudler-Flam Jonah , Rath Pratik 
Published: August 2022

Abstract
The JLMS formula relates the bulk and boundary relative entropies and is fundamental to the holographic dictionary, providing justification for entanglement wedge reconstruction. We revisit the replica trick for relative entropy and find corrections to the JLMS formula in a variety of scenarios, even after accounting for effects of quantum extremality. We analyze the problem in the PSSY model, a model of Jackiw-Teitelboim gravity coupled to end-of-the-world branes. We find non-perturbative (in G) corrections that are always present, arising from subdominant replica wormhole gravitational saddles that indicate the approximate error-correcting nature of AdS/CFT. Near entanglement phase transitions, these saddles can get enhanced to large corrections. We find O (G−1/2) corrections arising from area fluctuations and O (G−1) corrections from incompressible bulk quantum states. Lastly, we find our most surprising result, an infinite violation of the JLMS formula after the Page time arising from a rank deficiency in the bulk entanglement spectrum. We discuss similar calculations in tensor networks and comment on the implications for bulk reconstruction.
Gravity duals for defect quivers in the Veneziano limit
Authors: Jokela Niko , Penín José Manuel , Rigatos Konstantinos Christos S. 
Published: August 2022

Abstract
We construct gravity duals to supersymmetric gauge theories in the presence of unquenched flavor hypermultiplets in the fundamental representation of the gauge group living on the (1+1)-dimensional defect. This configuration is given by the intersection of two sets of D3-branes. Working in the Veneziano limit with large number of colors and flavors we are able to find a closed set of equations describing the dual geometry. We briefly discuss the corresponding solutions for massless flavors as well as in the small flavor limit of massive hypermultiplets. Interestingly, the $$ \frac{1}{16} $$

1
16

-BPS supergravity solutions, preserving two Poincaré supercharges, are generically only asymptotically anti de-Sitter and the dilaton does not vary with the holographic radial coordinate. This implies that the classical Type IIB supergravity solutions remain trustworthy descriptions for the gauge theories from the deep IR to the far UV.
A large-N tensor model with four supercharges
Authors: Lettera Davide , Vichi Alessandro 
Published: August 2022

Abstract
We study a supersymmetric tensor model with four supercharges and O(N)3 global symmetry. The model is based on a chiral scalar superfield with three indices and quartic tetrahedral interaction in the superpotential, which is relevant below three dimensions. In the large-N limit the model is dominated by melonic diagrams. We solve the Dyson-Schwinger equations in superspace for generic d and extract the dimension of the chiral field and the dimensions of bilinear operators transforming in various representations of O(N)3. We find that all operator dimensions are real and above the unitarity bound for 1 < d < 3. Our results also agree with perturbative results in 3 − ε expansion. Finally, we extract the large spin behaviour of bilinear operators and discuss the connection with lightcone bootstrap.
Ironing out the crease
Authors: Drukker Nadav , Trépanier Maxime 
Published: August 2022

Abstract
The crease is a surface operator folded by a finite angle along an infinite line. Several realisations of it in the 6d $$ \mathcal{N} $$
N
= (2, 0) theory are studied here. It plays a role similar to the generalised quark-antiquark potential, or the cusp anomalous dimension, in gauge theories. We identify a finite quantity that can be studied despite the conformal anomalies ubiquitous with surface operators and evaluate it in free field theory and in the holographic dual. We also find a subtle difference between the infinite crease and its conformal transform to a compact observable comprised of two glued hemispheres, reminiscent of the circular Wilson loop. We prove by a novel application of defect CFT techniques for the SO(1, 2) symmetry along the fold that the near-BPS behaviour of the crease is determined as the derivative of the compact observable with respect to its angle, as in the bremsstrahlung function. We also comment about the lightlike limit of the crease in Minkowski space.
The LPM effect in sequential bremsstrahlung: 1/$$ {\mathrm{N}}_{\mathrm{c}}^2 $$ corrections
Authors: Arnold Peter , Elgedawy Omar 
Published: August 2022

Abstract
An important question concerning in-medium high-energy parton showers in a quark-gluon plasma or other QCD medium is whether consecutive splittings of the partons in a given shower can be treated as quantum mechanically independent, or whether the formation times for two consecutive splittings instead have significant overlap. Various previous calculations of the effect of overlapping formation times have either (i) restricted attention to a soft bremsstrahlung limit, or else (ii) used the large-Nc limit (where Nc = 3 is the number of quark colors). In this paper, we make a first study of the accuracy of the large-Nc limit used by those calculations of overlap effects that avoid a soft bremsstrahlung approximation. Specifically, we calculate the 1/$$ {N}_{\mathrm{c}}^2 $$

N
c
2

correction to previous Nc = ∞ results for overlap g → gg → ggg of two consecutive gluon splittings g → gg. At order 1/$$ {N}_{\mathrm{c}}^2 $$

N
c
2

, there is interesting and non-trivial color dynamics that must be accounted for during the overlap of the formation times.
Sectional curvatures distribution of complexity geometry
Authors: Wu Qi-Feng 
Published: August 2022

Abstract
In the geometric approach to defining complexity, operator complexity is defined as the distance in the operator space. In this paper, based on the analogy with the circuit complexity, the operator size is adopted as the metric of the operator space where the path length is the complexity. The typical sectional curvatures of this complexity geometry are positive. It is further proved that the typical sectional curvatures are always positive if the metric is an arbitrary function of operator size, while complexity geometry is usually expected to be defined on negatively curved manifolds. By analyzing the sectional curvatures distribution for the N-qubit system, it is shown that surfaces generated by Hamiltonians of size smaller than the typical size can have negative curvatures. In the large N limit, the form of complexity metric is uniquely constrained up to constant corrections if we require sectional curvatures are of order 1/N2. With the knowledge of states, the operator size should be modified due to the redundant action of operators, and thus is generalized to be state-dependent. Then we use this state-dependent operator size as the metric of the Hilbert space to define state complexity. It can also be shown that in the Hilbert space, 2-surfaces generated by operators of size much smaller than the typical size acting on typical states also have negative curvatures.
Entanglement in De Sitter space
Authors: Shaghoulian Edgar , Susskind Leonard 
Published: August 2022

Abstract
This paper expands on two recent proposals, [12, 13] and [14], for generalizing the Ryu-Takayanagi and Hubeny-Rangamani-Takayanagi formulas to de Sitter space. The proposals (called the monolayer and bilayer proposals) are similar; both replace the boundary of AdS by the boundaries of static-patches — in other words event horizons. After stating the rules for each, we apply them to a number of cases and show that they yield results expected on other grounds.The monolayer and bilayer proposals often give the same results, but in one particular situation they disagree. To definitively decide between them we need to understand more about the nature of the thermodynamic limit of holographic systems.
Dynamical cobordism of a domain wall and its companion defect 7-brane
Authors: Blumenhagen Ralph , Cribiori Niccolò , Kneißl Christian , Makridou Andriana 
Published: August 2022

Abstract
Starting from an already known solution in the literature, we study the dynamical cobordism induced by the backreaction of a non-supersymmetric, positive tension domain wall in string theory. This could e.g. be a non-BPS D8-brane of type I or a $$ \overline{D8} $$

D
8

¯

/O8 stack of a non-supersymmetric type IIA orientifold. The singularities which typically appear indicate either an inherent inconsistency of this background or the required presence of a suitable defect, as predicted by the cobordism conjecture. We provide evidence that this end-of-the-world 7-brane is explicitly described by a new kind of non-isotropic solution of the dilaton-gravity equations of motion. Intriguingly, on the formal level this solution turns out to be closely related to the initial solution for the non-supersymmetric domain wall.
An Application of Viscosity Approximation Type Iterative Method in the Generation of Mandelbrot and Julia Fractals
Authors: Kumari Sudesh , Gdawiec Krzysztof , Nandal Ashish , Kumar Naresh , Chugh Renu 
Published: August 2022

AbstractIn this paper, we present an application of the viscosity approximation type iterative method introduced by Nandal et al. (Iteration Process for Fixed Point Problems and Zeros of Maximal Monotone Operators, Symmetry, 2019) to visualize and analyse the Julia and Mandelbrot sets for a complex polynomial of the type$$T(z) = z^{n} + p z + r$$T(z)=zn+pz+r, where$$p, r\in {\mathbb {C}}$$p,r∈C, and$$n \ge 2$$n≥2. This iterative method has many applications in solving various fixed point problems. We derive an escape criterion to visualize Julia and Mandelbrot sets via the proposed viscosity approximation type method. Moreover, we present several graphical examples of the fractals generated with the proposed iteration method.
Gemin5-dependent RNA association with polysomes enables selective translation of ribosomal and histone mRNAs
Authors: Embarc-Buh Azman , Francisco-Velilla Rosario , Garcia-Martin Juan Antonio , Abellan Salvador , Ramajo Jorge , Martinez-Salas Encarnacion 
Published: August 2022

AbstractSelective translation allows to orchestrate the expression of specific proteins in response to different signals through the concerted action of cis-acting elements and RNA-binding proteins (RBPs). Gemin5 is a ubiquitous RBP involved in snRNP assembly. In addition, Gemin5 regulates translation of different mRNAs through apparently opposite mechanisms of action. Here, we investigated the differential function of Gemin5 in translation by identifying at a genome-wide scale the mRNAs associated with polysomes. Among the mRNAs showing Gemin5-dependent enrichment in polysomal fractions, we identified a selective enhancement of specific transcripts. Comparison of the targets previously identified by CLIP methodologies with the polysome-associated transcripts revealed that only a fraction of the targets was enriched in polysomes. Two different subsets of these mRNAs carry unique cis-acting regulatory elements, the 5’ terminal oligopyrimidine tracts (5’TOP) and the histone stem-loop (hSL) structure at the 3’ end, respectively, encoding ribosomal proteins and histones. RNA-immunoprecipitation (RIP) showed that ribosomal and histone mRNAs coprecipitate with Gemin5. Furthermore, disruption of the TOP motif impaired Gemin5-RNA interaction, and functional analysis showed that Gemin5 stimulates translation of mRNA reporters bearing an intact TOP motif. Likewise, Gemin5 enhanced hSL-dependent mRNA translation. Thus, Gemin5 promotes polysome association of only a subset of its targets, and as a consequence, it favors translation of the ribosomal and the histone mRNAs. Together, the results presented here unveil Gemin5 as a novel translation regulator of mRNA subsets encoding proteins involved in fundamental cellular processes.
Chirurgische Therapie des Adenokarzinoms des ösophagogastralen Übergangs Typ II
Authors: Stürzl Roman , Gerken Michael , Bruns Christiane , Klinkhammer-Schalke Monika , Pauer Armin , Piso Pompiliu 
Published: August 2022

Zusammenfassung
Hintergrund
Trotz steigender Inzidenz ist die optimale chirurgische Versorgung des Adenokarzinoms des ösophagogastralen Übergangs (AEG) Typ II weiterhin Gegenstand aktueller Forschung. Ziel dieser Untersuchung ist es, Überlebens- und Rezidivraten von Patienten zu vergleichen, die sich entweder einer transhiatal erweiterten Gastrektomie (TEG) oder einer thorakoabdominellen Ösophagektomie (TAE) unterzogen.

Material und Methoden
Es handelt es sich um eine retrospektive populationsbasierte Kohortenstudie (n = 272) auf der Basis von Krebsregisterdaten. Berücksichtigt wurden alle Patienten, die zwischen 2002 und 2020 an einem AEG Typ II erkrankten. Während 63 Patienten mittels TAE operiert wurden, gehören der Gruppe der TEG 209 Patienten an. Um das Gesamtüberleben, Rezidivraten und rezidivfreies Überleben zu untersuchen, wurden die Kaplan-Meier-Methode sowie uni- und multivariable Cox-Regressionen angewendet.

Ergebnisse
Zwischen beiden Operationsgruppen gab es bezüglich des Gesamtüberlebens keinen signifikanten Unterschied (p = 0,333). Allerdings ließ die Richtung der HR im Zeitraum von 2016 bis 2020 eine mögliche Tendenz in Richtung der TAE erkennen (p = 0,058). Im Gegensatz dazu ergab der Kaplan-Meier-Schätzer ein signifikant höheres Risiko, nach einer TAE an einem Rezidiv zu erkranken (p = 0,049). Dies konnte nicht im Zeitraum 2016 bis 2020, der mehr als die Hälfte der TAE-Patienten umfasst, beobachtet werden (p = 0,993). Hinsichtlich des rezidivfreien Überlebens wurden keine signifikanten Unterschiede detektiert (p = 0,772).

Diskussion
Die Ergebnisse dieser verhältnismäßig kleinen Kohorte decken sich mit den meisten Studien, die hinsichtlich des Gesamtüberlebens entweder keine Unterschiede oder eine Tendenz in Richtung der TAE fanden. Weitere Arbeiten kamen ebenfalls zu dem Ergebnis, dass es keine signifikanten Unterschiede zwischen den beiden Operationsgruppen bezüglich des rezidivfreien Überlebens gibt. Zusammenfassend lässt sich festhalten, dass es keine signifikanten Unterschiede zwischen TEG und TAE in der Therapie des AEG Typ II gibt.
Subalgebras in K[x] of small codimension
Authors: Grönkvist Rode , Leffler Erik , Torstensson Anna , Ufnarovski Victor 
Published: August 2022

AbstractWe introduce the concept of subalgebra spectrum, Sp(A), for a subalgebra A of finite codimension in $$\mathbb {K}[x]$$

K
[
x
]

. The spectrum is a finite subset of the underlying field. We also introduce a tool, the characteristic polynomial of A, which has the spectrum as its set of zeroes. The characteristic polynomial can be computed from the generators of A, thus allowing us to find the spectrum of an algebra given by generators. We proceed by using the spectrum to get descriptions of subalgebras of finite codimension. More precisely we show that A can be described by a set of conditions that each is either of the type $$f(\alpha )=f(\beta )$$

f
(
α
)
=
f
(
β
)

for $$\alpha ,\beta$$

α
,
β

in Sp(A) or of the type stating that some linear combination of derivatives of different orders evaluated in elements of Sp(A) equals zero. We use these types of conditions to, by an inductive process, find explicit descriptions of subalgebras of codimension up to three. These descriptions also include SAGBI bases for each family of subalgebras.
Estrogenic in vitro evaluation of zearalenone and its phase I and II metabolites in combination with soy isoflavones
Authors: Grgic Dino , Betschler Andrea , Früholz Rebeka , Novak Barbara , Varga Elisabeth , Marko Doris 
Published: August 2022

AbstractHumans and animals are exposed to multiple substances in their food and feed that might have a negative health impact. Among these substances, the Fusarium mycoestrogen zearalenone (ZEN) and its metabolites α-zearalenol (α-ZEL) and α-zearalanol (α-ZAL) are known to possess endocrine disruptive properties. In a mixed diet or especially animal feed, these potential contaminants might be ingested together with naturally occurring phytoestrogens such as soy isoflavones. So far, risk assessment of potential endocrine disruptors is usually based on adverse effects of single compounds whereas studies investigating combinatorial effects are scarce. In the present study, we investigated the estrogenic potential of mycoestrogens and the isoflavones genistein (GEN), daidzein (DAI) and glycitein (GLY) as well as equol (EQ), the gut microbial metabolite of DAI, in vitro alone or in combination, using the alkaline phosphatase (ALP) assay in Ishikawa cells. In the case of mycoestrogens, the tested concentration range included 0.001 to 10 nM with multiplication steps of 10 in between, while for the isoflavones 1000 times higher concentrations were investigated. For the individual substances the following order of estrogenicity was obtained: α-ZEL > α-ZAL > ZEN > GEN > EQ > DAI > GLY. Most combinations of isoflavones with mycoestrogens enhanced the estrogenic response in the investigated concentrations. Especially lower concentrations of ZEN, α-ZEL and α-ZAL (0.001—0.01 nM) in combination with low concentrations of GEN, DAI and EQ (0.001—0.1 µM) strongly increased the estrogenic response compared to the single substances.
Self-motion perception without sensory motion
Authors: Reuten A. J. C. , Smeets J. B. J. , Martens M. H. , Bos J. E. 
Published: August 2022

AbstractVarious studies have demonstrated a role for cognition on self-motion perception. Those studies all concerned modulations of the perception of a physical or visual motion stimulus. In our study, however, we investigated whether cognitive cues could elicit a percept of oscillatory self-motion in the absence of sensory motion. If so, we could use this percept to investigate if the resulting mismatch between estimated self-motion and a lack of corresponding sensory signals is motion sickening. To that end, we seated blindfolded participants on a swing that remained motionless during two conditions, apart from a deliberate perturbation at the start of each condition. The conditions only differed regarding instructions, a secondary task and a demonstration, which suggested either a quick halt (“Distraction”) or continuing oscillations of the swing (“Focus”). Participants reported that the swing oscillated with larger peak-to-peak displacements and for a longer period of time in the Focus condition. That increase was not reflected in the reported motion sickness scores, which did not differ between the two conditions. As the reported motion was rather small, the lack of an effect on the motion sickness response can be explained by assuming a subthreshold neural conflict. Our results support the existence of internal models relevant to sensorimotor processing and the potential of cognitive (behavioral) therapies to alleviate undesirable perceptual issues to some extent. We conclude that oscillatory self-motion can be perceived in the absence of related sensory stimulation, which advocates for the acknowledgement of cognitive cues in studies on self-motion perception.