total 1347took 0.12s

Near-Infrared Imaging Polarimetry toward M17 SWexJun 28 2019We conducted near-infrared (JHKs) imaging polarimetry toward the infrared dark cloud (IRDC) M17 SWex, including almost all of the IRDC filaments as well as its outskirts, with the polarimeter SIRPOL on the IRSF 1.4 m telescope. We revealed the magnetic ... More

Detection of Molecular Hydrogen Emission Associated with LkHalpha 264Oct 11 2003We have detected emission of molecular hydrogen from a classical T Tauri star, LkHalpha 264 in the v=1-0 S(1) line at 2.122 micron. The line velocity is coincident with the rest velocity of the star. The line profile is well reproduced by a model in which ... More

Quantum symmetric spaces and related q-orthogonal polynomialsMar 27 1995A class of quantum analogues of compact symmetric spaces of classical type is introduced by means of constant solutions to the reflection equations. Their zonal spherical functions are discussed in connection with $q$-orthogonal polynomials.

Convergence of the immersed-boundary finite-element method for the Stokes problemNov 22 2016Convergence results for the immersed boundary method applied to a model Stokes problem with the homogeneous Dirichlet boundary condition are presented. As a discretization method, we deal with the finite element method. First, the immersed force field ... More

Cluster formation in the W40 and Serpens South complex triggered by the expanding HII regionSep 26 2018We present results of the mapping observations covering a large area of 1 square degree around W40 and Serpens South carried out in the 12CO (J=1-0), 13CO (J=1-0), C18O (J=1-0), CCS (J_{N}=8_{7}-7_{6}), and N_2H+ (J=1-0) emission lines with the 45 m Nobeyama ... More

Clustering of Emission-line Stars in the W5E HII regionFeb 19 2008We have made a new survey of emission-line stars in the W5E HII region to investigate the population of PMS stars near the OB stars by using the Wide Field Grism Spectrograph 2 (WFGS2). A total of 139 H-alpha emission stars were detected and their g'i'-photometry ... More

An Investigation on the Morphological Structure of IC59: A New Type of Morphology of BRCs?Jan 05 2010With references to recent observational results on the nebula IC59, we applied our previously developed Smoothed Particle Hydrodynamics (SPH) code which is based on Radiative Driven Implosion (RDI) model, to investigate the possible formation mechanism ... More

Sequential Formation of Low-Mass Stars in the BRC 14 RegionMay 23 2006We have carried out a deep near-infrared survey of a bright-rimmed molecular cloud, BRC 14 (IC 1848A). The 10 sigma limiting magnitude of the survey is 17.7 mag at the K-band. Seventy-four sources are classified as young stellar object (YSO) candidates ... More

Mapping dust column density in dark clouds by using NIR scattered light : Case of the Lupus 3 dark cloudSep 05 2008We present a method of mapping dust column density in dark clouds by using near-infrared scattered light. Our observations of the Lupus 3 dark cloud indicate that there is a well defined relation between (1) the H-Ks color of an individual star behind ... More

A survey of molecular cores in M17 SWexMay 20 2019A survey of molecular cores covering the infrared dark cloud known as the M17 southwest extension (M17 SWex) has been carried out with the 45 m Nobeyama Radio Telescope. Based on the N2H+ (J= 1-0) data obtained, we have identified 46 individual cores ... More

Interstellar Extinction Law toward the Galactic Center II: V, J, H, and Ks BandsFeb 25 2008We have determined the ratios of total to selective extinction directly from observations in the optical V band and near-infrared J band toward the Galactic center. The OGLE (Optical Gravitational Lensing Experiment) Galactic bulge fields have been observed ... More

Interstellar Extinction Law toward the Galactic Center III: J, H, Ks bands in the 2MASS and the MKO systems, and 3.6, 4.5, 5.8, 8.0 micron in the Spitzer/IRAC systemFeb 18 2009We have determined interstellar extinction law toward the Galactic center (GC) at the wavelength from 1.2 to 8.0 micron, using point sources detected in the IRSF/SIRIUS near-infrared survey and those in the 2MASS and Spitzer/IRAC/GLIMPSE II catalogs. ... More

Exchange Monte Carlo Method and Application to Spin Glass SimulationsDec 06 1995We propose an efficient Monte Carlo algorithm for simulating a ``hardly-relaxing" system, in which many replicas with different temperatures are simultaneously simulated and a virtual process exchanging configurations of these replica is introduced. This ... More

Interferometric Observations of the T Tauri Stars in the MBM 12 CloudFeb 24 2003We have carried out a millimeter interferometric continuum survey toward 7 YSOs in the MBM 12 cloud. Thermal emissions associated with 2 YSOs were detected above the 3-$\sigma$ level at 2.1 mm, and one also showed a 1.3 mm thermal emission. Another object ... More

Probable association of T Tauri stars with the L1014 dense coreAug 23 2006Oct 16 2006Using the Wide Field Grism Spectrograph 2 (WFGS2), we have carried out slit-less spectroscopy, g'r'i' photometry, and slit spectroscopy on the L1014 dense core. We detected three Halpha emission line stars. We interpret one as weak-line T Tauri star (WTTS) ... More

Near-IR Imaging Polarimetry toward a Bright-Rimmed Cloud: Magnetic Field in SFO 74Nov 07 2014We have made near-infrared (JHKs) imaging polarimetry of a bright-rimmed cloud (SFO 74). The polarization vector maps clearly show that the magnetic field in the layer just behind the bright rim is running along the rim, quite different from its ambient ... More

Magnetic stability of massive star forming clumps in RCW 106Apr 12 2019The RCW~106 molecular cloud complex is an active massive star-forming region where a ministarburst is taking place. We examined its magnetic structure by near-IR polarimetric observations with the imaging polarimeter SIRPOL on the IRSF 1.4 m telescope. ... More

The Dynamical State of The Serpens South Filamentary Infrared Dark CloudSep 10 2013We present the results of N$_2$H$^+$ ($J=1-0$) observations toward Serpens South, the nearest cluster-forming, infrared dark cloud. The physical quantities are derived by fitting the hyperfine structure of N$_2$H$^+$. The Herschel and 1.1-mm continuum ... More

Near-Infrared Imaging Polarimetry of the Serpens Cloud Core: Magnetic Field Structure, Outflows, and Inflows in A Cluster Forming ClumpApr 20 2010We made deep NIR imaging polarimetry toward the Serpens cloud core. The polarization vector maps enable us to newly detect 24 small IR reflection nebulae with YSOs. Polarization measurements of NIR point sources indicate an hourglass-shaped magnetic field, ... More

The Distance to the Galactic Center Derived From Infrared Photometry of Bulge Red Clump StarsJul 18 2006On the basis of the near infrared observations of bulge red clump stars near the Galactic center, we have determined the galactocentric distance to be R_0 = 7.52 +- 0.10 (stat) +- 0.35 (sys) kpc. We observed the red clump stars at |l| < 1.0 deg and 0.7 ... More

Magnetic stability of massive star forming clumps in RCW 106Apr 12 2019Apr 16 2019The RCW 106 molecular cloud complex is an active massive star-forming region where a ministarburst is taking place. We examined its magnetic structure by near-IR polarimetric observations with the imaging polarimeter SIRPOL on the IRSF 1.4 m telescope. ... More

Shift of Fermi level by substitutional impurity-atom doping in diamond and cubic- and hexagonal-boron nitridesJun 24 2014Dec 10 2014The density of states and the band diagrams were computed for diamond, cubic boron nitrde (cBN), and hexagonal boron nitride (hBN) using a Korringa-Kohn-Rostoker (KKR) scheme to investigate the shift of the Fermi level by impurity-atom doping below 10 ... More

Multipartite omnidirectional generalized Bell inequalityMay 14 2007Sep 10 2007We derive a multipartite generalized Bell inequality which involves the entire range of settings for each of the local observers. Especially, it is applied to show non-local behavior of a six-qubit mixture of Greenberger-Horne-Zeilinger correlations stronger ... More

Inequalities for experimental tests of the Kochen-Specker theoremDec 05 2003May 30 2005We derive inequalities for $n$ spin-1/2 systems under the assumption that the hidden-variable theoretical joint probability distribution for any pair of commuting observables is equal to the quantum mechanical one. Fine showed that this assumption is ... More

RS Ophiuchi in Quiescence: Why is it X-ray Faint?Mar 19 2008The short interval between successive outbursts of RS Oph strongly suggests that it has a high mass white dwarf accreting at a high rate. This, in turn, suggests the possibility of prominent X-ray emission from RS Oph in quiescence. However, archival ... More

Fokker-Planck Models of Star Clusters with Anisotropic Velocity Distributions. I. Pre-Collapse EvolutionJul 12 1995The evolution of a spherical single-mass star cluster is followed in detail up to core collapse by numerically solving the orbit-averaged two-dimensional Fokker-Planck equation in energy-angular momentum space. Velocity anisotropy is allowed in the two-dimensional ... More

Fokker-Planck Models of Star Clusters with Anisotropic Velocity Distributions. II. Post-Collapse EvolutionSep 04 1996The evolution of spherical single-mass star clusters driven by two-body relaxation was followed beyond core collapse by numerically solving the orbit-averaged Fokker-Planck equation in energy--angular momentum space. The heating effect by three-body binaries ... More

Potential energy surfaces for electron dynamics modeled by floating and breathing Gaussian wave packets with valence-bond spin-coupling: An analysis of high-harmonic generation spectrumOct 25 2017Feb 20 2018A model of localized electron wave packets (EWPs), floating and breathing Gaussians with non-orthogonal valence-bond spin-coupling, is applied to compute the high-harmonic generation (HHG) spectrum from a LiH molecule induced by an intense laser pulse. ... More

$D$-local algebraic fundamental groups of germs of normal complex analytic singularitiesFeb 20 2015In this paper, the notion of local algebraic fundamental groups of normal complex analytic singularities are generalized to certain profinite groups called $D$-local algebraic fundamental groups which turns out to be useful even for the study of usual ... More

NP is not AL and P is not NC is not NL is not LOct 02 2011Nov 21 2011This paper talk about that NP is not AL and P, P is not NC, NC is not NL, and NL is not L. The point about this paper is the depend relation of the problem that need other problem's result to compute it. I show the structure of depend relation that could ... More

Solvability of HornSAT and CNFSATDec 30 2012This article describes the solvability of HornSAT and CNFSAT. Unsatisfiable HornCNF have partially ordered set that is made by causation of each clauses. In this partially ordered set, Truth value assignment that is false in each clauses become simply ... More

Strongly Regular Cayley Graphs, Skew Hadamard Difference Sets, and Rationality of Relative Gauss SumsFeb 28 2012In this paper, we give constructions of strongly regular Cayley graphs and skew Hadamard difference sets. Both constructions are based on choosing cyclotomic classes in finite fields, and our results generalize ten of the eleven sporadic examples of cyclotomic ... More

Pattern occurrence in the dyadic expansion of square root of two and an analysis of pseudorandom number generatorsSep 18 2009Recently, designs of pseudorandom number generators (PRNGs) using integer-valued variants of logistic maps and their applications to some cryptographic schemes have been studied, due mostly to their ease of implementation and performance. However, it ... More

Subgroups generated by two pseudo-Anosov elements in a mapping class group. II. Uniform bound on exponentsAug 07 2009Let $S$ be a compact orientable surface, and $\Mod(S)$ its mapping class group. Then there exists a constant $M(S)$, which depends on $S$, with the following property. Suppose $a,b \in \Mod(S)$ are independent (i.e., $[a^n,b^m]\not=1$ for any $n,m \not=0$) ... More

Generalized Supersymetric Boundary StateSep 14 1999Apr 11 2000Following our previous paper (hep-th/9909027), we generalize a supersymmetric boundary state so that arbitrary configuration of the gauge field coupled to the boundary of the worldsheet is incorpolated. This generalized boundary state is BRST invariant ... More

String Junction from Worldsheet Gauge TheoryAug 31 1998Sep 06 1999We study the three-pronged strings (three string junctions) from the point of view of D-string worldsheet gauge theory. We justify interpreting kink solutions in the 2-dimensional gauge theory as pronged strings by examining BPS energy bounds obtained ... More

Logic as a complex networkJul 03 2015When we represent logical, connective implications by directed edges, the resulting set of directed edges can be regarded as a complex network. In this article, we compose a network model that represents a deductive-logic-like structure composed solely ... More

Quantizing the Bäcklund transformations of Painlevé equations and the quantum discrete Painlevé VI equationMar 01 2007Based on the works by Kajiwara, Noumi and Yamada, we propose a canonically quantized version of the rational Weyl group representation which originally arose as "symmetries" or the B\"acklund transformations in Painlev\'{e} equations. We thereby propose ... More

Near-Infrared Extinction in The Coalsack Globule 2Dec 21 2006We have conducted J, H, and Ks imaging observations for the Coalsack Globule 2 with the SIRIUS infrared camera on the IRSF 1.4 m telescope at SAAO, and determined the color excess ratio, E(J-H)/E(H-Ks). The ratio is determined in the same photometric ... More

Classification of local realistic theoriesOct 10 2007Mar 30 2008Recently, it has shown that an explicit local realistic model for the values of a correlation function, given in a two-setting Bell experiment (two-setting model), works only for the specific set of settings in the given experiment, but cannot construct ... More

Mixed quantal-semiquantal dynamics with stochastic particles for backreactionAug 14 2014A mixed quantal-semiquantal theory is presented in which the semiquantal squeezed-state wave packet describes the heavy degrees of freedom. We first derive mean-field equations of motion from the time-dependent variational principle. Then, in order to ... More

Asymptotically isometric metrics on relatively hyperbolic groups and marked length spectrumNov 04 2013Nov 15 2013We prove asymptotically isometric, coarsely geodesic metrics on a toral relatively hyperbolic group are coarsely equal. The theorem applies to all lattices in SO(n,1). This partly verifies a conjecture by Margulis. In the case of hyperbolic groups/spaces, ... More

On a conjecture for representations of integers as sums of squares and double shuffle relationsDec 24 2011Jan 17 2012In this paper, we prove a conjecture of Chan and Chua for the number of representations of integers as sums of 8s integral squares. The proof uses a theorem of Imamo\={g}lu and Kohnen, and the double shuffle relations satisfied by the double Eisenstein ... More

Optimal Quantization of Signals for System IdentificationMay 12 2009In this paper, we examine the optimal quantization of signals for system identification. We deal with memoryless quantization for the output signals and derive the optimal quantization schemes. The objective functions are the errors of least squares parameter ... More

Comment on Energy-Time Uncertainty Relations in Quantum MeasurementsSep 18 2018Sep 21 2018The measurement apparatus proposed in the titled paper, "Energy-Time Uncertainty Relations in Quantum Measurements" [Found. Phys. 46, 1522-1550 (2016)] was examined. A simple proof was presented for the non-existence of the apparatus.

Theorems on Entanglement Typicality in Non-equilibrium DynamicsMay 10 2018May 14 2018The notion of typicality in statistical mechanics is essential to characterize a macroscopic system. An overwhelming majority of the pure state looks almost identical if we neglect macroscopic non-local correlations, suggesting that thermal equilibrium ... More

Finite and infinite basis in P and NPDec 02 2012Jan 27 2015This article provide new approach to solve P vs NP problem by using cardinality of bases function. About NP-Complete problems, we can divide to infinite disjunction of P-Complete problems. These P-Complete problems are independent of each other in disjunction. ... More

Small Jump with Negation-UTM TrampolineDec 05 2011Oct 11 2014This paper divide some complexity class by using fixpoint and fixpointless area of Decidable Universal Turing Machine (UTM). Decidable Deterministic Turing Machine (DTM) have fixpointless combinator that add no extra resources (like Negation), but UTM ... More

A Characterization of Signed Graphs with Generalized Perfect Elimination OrderingsDec 26 2007Feb 03 2009An important property of chordal graphs is that these graphs are characterized by existence of perfect elimination orderings on their vertex sets. In this paper, we generalize the notion of perfect elimination orderings to signed graphs, and give a characterization ... More

Corrections to D-brane Action and Generalized Boundary StateSep 06 1999Oct 05 1999In this paper, we generalize a boundary state to the one incorporating non-constant gauge field strength as an external background coupled to the boundary of a string worldsheet in bosonic string theory. This newly defined boundary state satisfies generalized ... More

Almost central involutions in split extensions of Coxeter groups by graph automorphismsDec 10 2005In this paper, given a split extension of an arbitrary Coxeter group by automorphisms of the Coxeter graph, we determine the involutions in that extension whose centralizer has finite index. Our result has applications to many problems such as the isomorphism ... More

On centralizers of parabolic subgroups in Coxeter groupsJan 05 2005Jan 08 2012Let $W$ be an arbitrary Coxeter group, possibly of infinite rank. We describe a decomposition of the centralizer $Z_W(W_I)$ of an arbitrary parabolic subgroup $W_I$ into the center of $W_I$, a Coxeter group and a subgroup defined by a 2-cell complex. ... More

Approximation of fixed points of nonexpansive mappings and quasinonexpansive mappings in a Hilbert spaceSep 26 2017In this paper, we give a simple proof and some generalizations of results in Falset, Llorens-Fuster, Marino, and Rugiano (2016).

Necessary and sufficient condition for Greenberger-Horne-Zeilinger diagonal states to be full $N$-partite entangledSep 10 2007Nov 28 2008Recently, [{arXiv:0810.3134}] is accepted and published. We show that any $N$-qubit state which is diagonal in the Greenberger-Horne-Zeilinger basis is full $N$-qubit entangled state if and only if no partial transpose of the multiqubit state is positive ... More

Kochen-Specker theorem as a precondition for secure quantum key distributionMar 17 2005May 23 2005We show that (1) the violation of the Ekert 91 inequality is a sufficient condition for certification of the Kochen-Specker (KS) theorem, and (2) the violation of the Bennett-Brassard-Mermin 92 (BBM) inequality is, also, a sufficient condition for certification ... More

Additional information decreases the estimated entanglement using the Jaynes principleJan 13 2008Mar 30 2008We study a particular example considered in {[Phys. Rev. A {\bf 59,} 1799 (1999)]}, concerning the statistical inference of quantum entanglement using the Jaynes principle. Assume a Clauser-Horne-Simony-Holt (CHSH) Bell operator, a sum of two operators ... More

There is no axiomatic system for the quantum theoryNov 20 2007Nov 28 2008Recently, [arXiv:0810.3134] is accepted and published. We derive an inequality with two settings as tests for the existence of the Bloch sphere in a spin-1/2 system. The probability theory of measurement outcome within the formalism of von Neumann projective ... More

The Skyrme Model Revisited: An Effective Theory Approach and Application to the PentaquarksOct 20 2004The Skyrme model is reconsidered from an effective theory point of view. Starting with the most general Lagrangian up to including terms of order $p^4$, $N_c$ and $\delta m^2$ ($\delta m\equiv m_s-m$), we obtain new interactions, which have never been ... More

Classification of mixed high-dimensional multiparticle systemsOct 31 2005We present an inequality that classifies mixed multipartite systems of an arbitrary dimension with respect to separability and positivity of partial transpose properties. This inequality gives a way to experimentally classify the observed state of multipartite ... More

X-ray Spectroscopy of Cataclysmic VariablesDec 03 2001In cataclysmic variables (CVs), accretion onto white dwarfs produces high temperature, high density plasmas. They cool down from kT~10 keV via bremsstrahlung continuum and K and L shell line emissions. The small volume around white dwarfs means that the ... More

An alternative model of the magnetic cataclysmic variable V1432 Aquilae (=RX J1940.1-1025)Oct 07 1997V1432 Aql is currently considered to be an asynchronous AM Her type system, with an orbital period of 12116.3 s and a spin period of 12150 s. I present an alternative model in which V1432 Aql is an intermediate polar with disk overflow or diskless accretion ... More

The second bounded cohomology of a group with infinitely many endsMay 16 1995We study the second bounded cohomology of an amalgamated free product of groups, and an HNN extension of a group. As an application, we have a group with infinitely many ends has infinite dimensional second bounded cohomology.

Hecke eigenform and double Eisenstein seriesNov 09 2018Dec 03 2018Cusp forms for the full modular group can be written as linear combination of double Eisenstein series introduced by Gangl, Kaneko and Zagier. We give an explicit formula for decomposing a Hecke eigenform into double Eisenstein series.

X-ray Emissions from Accreting White Dwarfs: a ReviewMar 17 2017Interacting binaries in which a white dwarf accretes material from a companion - cataclysmic variables (CVs) in which the mass donor is a Roche-lobe filling star on or near the main sequence, and symbiotic stars in which the mass donor is a late type ... More

Constancy of generalized Hodge-Tate weights of a local systemOct 24 2017Sen attached to each p-adic Galois representation of a p-adic field a multiset of numbers called generalized Hodge-Tate weights. In this paper, we discuss a rigidity of these numbers in a geometric family. More precisely, we consider a p-adic local system ... More

On Poisson approximations for the Ewens sampling formula when the mutation parameter grows with the sample sizeApr 22 2017The Ewens sampling formula was firstly introduced in the context of population genetics by Warren John Ewens in 1972, and has appeared in a lot of other scientific fields. There are abundant approximation results associated with the Ewens sampling formula ... More

Existence of compatible systems of lisse sheaves on arithmetic schemesSep 19 2015Nov 23 2016Deligne conjectured that a single l-adic lisse sheaf on a normal variety over a finite field can be embedded into a compatible system of l'-adic lisse sheaves with various l'. Drinfeld used Lafforgue's result as an input and proved this conjecture when ... More

Symmetry and Uncountability of ComputationAug 13 2010Sep 23 2010This paper talk about the complexity of computation by Turing Machine. I take attention to the relation of symmetry and order structure of the data, and I think about the limitation of computation time. First, I make general problem named "testing problem". ... More

Circuit complexity and Problem structure in Hamming spaceNov 25 2012May 29 2018This paper describes about relation between circuit complexity and accept inputs structure in Hamming space by using almost all monotone circuit that emulate deterministic Turing machine (DTM). Circuit family that emulate DTM are almost all monotone circuit ... More

Topological approach to solve P versus NPFeb 06 2012Oct 14 2012This paper talks about difference between P and NP by using topological space that mean resolution principle. I pay attention to restrictions of antecedent and consequent in resolution, and show what kind of influence the restrictions have for difference ... More

Holographic NucleiSep 18 2008Oct 22 2008We provide a dual gravity description of heavy atomic nuclei, via AdS/CFT correspondence. In holographic QCD such as Sakai-Sugimoto model, baryons are D-branes wrapping a sphere in 10 dimensional curved spacetime, so any nucleus is a collection of $A$ ... More

Dynamical Decay of Brane-Antibrane and Dielectric BraneApr 24 2002Jun 12 2002Using D-brane effective field theories, we study dynamical decay of unstable brane systems : (i) a parallel brane-antibrane pair with separation l and (ii) a dielectric brane. In particular we give explicitly the decay width of these unstable systems, ... More

Gauge Symmetry Breaking in Models inspired by Non-Commutative GeometryMar 14 1999Sep 06 1999In models inspired by non-commutative geometry, patterns of gauge symmetry breaking are analyzed, and SU(5) models are found to naturally favor a vacuum preserving SU(3) X SU(2) X U(1). A more realistic model is presented, and the possibility of D-brane ... More

Skew Hadamard difference sets from cyclotomic strongly regular graphsJul 09 2012Aug 27 2012We find new constructions of infinite families of skew Hadamard difference sets in elementary abelian groups under the assumption of the existence of cyclotomic strongly regular graphs. Our construction is based on choosing cyclotomic classes in finite ... More

Locally parabolic subgroups in Coxeter groups of arbitrary ranksJun 24 2010Nov 10 2011Despite the significance of the notion of parabolic closures in Coxeter groups of finite ranks, the parabolic closure is not guaranteed to exist as a parabolic subgroup in a general case. In this paper, first we give a concrete example to clarify that ... More

Multipartite positive-partial-transpose inequalities exponentially stronger than local reality inequalitiesJul 18 2007We show that positivity of {\it every} partial transpose of $N$-partite quantum states implies new inequalities on Bell correlations which are stronger than standard Bell inequalities by a factor of $2^{(N-1)/2}$. A violation of the inequality implies ... More

Comment on ``All quantum observables in a hidden-variable model must commute simultaneously"Aug 05 2004Nov 13 2008Malley discussed {[Phys. Rev. A {\bf 69}, 022118 (2004)]} that all quantum observables in a hidden-variable model for quantum events must commute simultaneously. In this comment, we discuss that Malley's theorem is indeed valid for the hidden-variable ... More

Unconditional no-hidden-variables theoremJan 13 2008Nov 28 2008Recently, [{arXiv:0810.3134}] is accepted and published. We present ultimate version of no-hidden-variables theorem. We derive a proposition concerning the quantum theory under the existence of the Bloch sphere in a single spin-1/2 system. The existence ... More

Realism violates quantum mechanicsMay 20 2007Nov 28 2008Recently, [{arXiv:0810.3134}] is accepted and published. We show that local realistic theories violate separability of $N$-qubit quantum states by a factor of $3^N$. Thus we have a violation factor of 3 when N=1. Realistic theories violate a proposition ... More

Short collusion-secure fingerprint codes against three piratesDec 15 2010In this article, we propose a new construction of probabilistic collusion-secure fingerprint codes against up to three pirates and give a theoretical security evaluation. Our pirate tracing algorithm combines a scoring method analogous to Tardos codes ... More

Problems in the derivations of the renormalization group equation for the low momentum nucleon interactionsMar 31 2008May 30 2008We carefully examine all the four derivations of the renormalization group equation (RGE) for the so-called $\Vlk$ potential, given by Bogner, \textit{et. al.}[nucl-th/0111042]. Two derivations based on the ``semi-group composition law'' are shown to ... More

RPA for Light-Front Hamiltonian Field TheoryMar 23 1999Apr 19 1999A self-consistent random phase approximation (RPA) is proposed as an effective Hamiltonian method in Light-Front Field Theory (LFFT). We apply the general idea to the light-front massive Schwinger model to obtain a new bound state equation and solve it ... More

Fokker-Planck Models of Star Clusters with Anisotropic Velocity Distributions. III. Multi-Mass ClustersMar 29 1997The evolution of globular clusters driven by two-body relaxation is investigated by means of numerical integration of the two-dimensional Fokker-Planck equation in energy--angular momentum space. The two- dimensional Fokker-Planck equation allows the ... More

Value Constraint and Monotone circuitNov 25 2012This paper talks about that monotone circuit is P-Complete. Decision problem that include P-Complete is mapping that classify input with a similar property. Therefore equivalence relation of input value is important for computation. But monotone circuit ... More

Two Higgs doublet models at future collidersMay 08 2013The two Higgs doublet model (THDM) is a simple extension of the standard model, which can provide a low energy effective description of more fundamental theories. The model contains additional Higgs bosons, and predicts rich phenomenology especially due ... More

Lepton flavor violation in Higgs boson decaysNov 22 2005Nov 25 2005We discuss lepton flavor violation (LFV) associated with tau leptons in the framework of the two-Higgs-doublet model. Current data for rare tau decays provide substantial upper limits on the LFV Yukawa couplings in the large $\tan\beta$ region where $\tan\beta$ ... More

Ruijsenaars' commuting difference operators as commuting transfer matricesDec 25 1995For Belavin's elliptic quantum R-matrix, we construct an L-operator as a set of difference operators acting on functions on the type A weight space. According to the fundamental relation $RLL=LLR$, the trace of the L-operator gives a commuting difference ... More

Molecular Configurations Around Single Vacancy in Solid CO2 at 0, 100, and 200 K Studied by Monte Carlo SimulationSep 12 2018The configurations of the molecules nearest to a single vacancy in solid CO2 were studied by the Metropolis Monte Carlo (MC) simulation at temperatures T = 0, 100, and 200 K. It was found that distorted orientational configurations at T = 0 and 100 K ... More

A Comprehensive Survey of Potential Game Approaches to Wireless NetworksJun 26 2015Potential games form a class of non-cooperative games where unilateral improvement dynamics are guaranteed to converge in many practical cases. The potential game approach has been applied to a wide range of wireless network problems, particularly to ... More

The Euler Characteristic Formula for Logarithmic Minimal Degenerations of Surfaces with Kodaira Dimension Zero and its application to Calabi-Yau Threefolds with a pencilOct 19 2007In this paper, the Euler characteristic formula for projective logarithmic minimal degenerations of surfaces with Kodaira dimension zero over a 1-dimensional complex disk is proved under a reasonable assumption and as its application, the singularity ... More

Quantum-noise-limited Angular Momentum Measurement for a Micron-sized Dielectric ObjectDec 28 2007An approach is described for observing quantum features of micron-sized spinning objects. Specifically, we consider a birefringent (uniaxial positive) dielectric object in the shape of an oblate (i.e., frisbee-like) symmetric top. It can be trapped in ... More

Construction of strongly regular Cayley graphs based on three-valued Gauss periodsMay 22 2017In this paper, we give a construction of strongly regular Cayley graphs on the additive groups of finite fields based on three-valued Gauss periods. As consequences, we obtain two infinite families and one sporadic example of new strongly regular Cayley ... More

AdS/CFT as a deep Boltzmann machineMar 12 2019We provide a deep Boltzmann machine (DBM) for the AdS/CFT correspondence. Under the philosophy that the bulk spacetime is a neural network, we give a dictionary between those, and obtain a restricted DBM as a discretized bulk scalar field theory in curved ... More

Fluxons and Exact BPS Solitons in Non-Commutative Gauge TheoryOct 26 2000Nov 15 2000We show that the fluxon solution of the non-commutative gauge theory and its variations are obtained by the soliton generation method recently given by J. A. Harvey, P. Kraus and F. Larsen [hep-th/0010060]. Although this method generally produces non-BPS ... More

A characterization of finitely generated reflection subgroups of Coxeter groups orthogonal to a reflectionMar 28 2006Jan 17 2012Given a reflection $r$ in a Coxeter group $W$ (possibly of infinite rank), we consider the subgroup of $W$ generated by the reflections in $W$ having (-1)-eigenvectors orthogonal to the (-1)-eigenvector of $r$. In this paper, we determine completely when ... More

Finite and symmetric colored multiple zeta values and multiple harmonic q-series at roots of unityJul 03 2019The aim of this paper is to develop the Kaneko-Zagier conjecture for higher levels of multiple zeta values. We introduce finite and symmetric multiple zeta values for arbitrary level and prove that they are obtained from an algebraic and analytic operation ... More

Dark Matter in Classically Scale-Invariant Two Singlets Standard ModelDec 12 2011Mar 05 2012We consider a model where two new scalars are introduced in the standard model, assuming classical scale invariance. In this model the scale invariance is broken by quantum corrections and one of the new scalars acquires non-zero vacuum expectation value ... More

Shift of Fermi level by substitutional impurity-atom doping in diamond and cubic- and hexagonal-boron nitrides II. Generalized Gradient ApproximationDec 21 2014In succession to the first paper (arXiv 1406.6204v5), the impurity-atom concentrations when the Fermi levels are either at the valence band maximum (VBM) or the conduction band minimum (CBM) were identified for diamond, cubic boron nitride (cBN), and ... More

Violation of time symmetryJun 09 2004Nov 28 2008Recently, [{arXiv:0810.3134}] is accepted and published. We would like to study the relation between a local realistic theory and commutativity of observables in a finite-dimensional space. We would like to conjecture that a realistic theory of the Bell ... More

Existence of compatible systems of lisse sheaves on arithmetic schemesSep 19 2015Deligne conjectured that a single l-adic lisse sheaf on a normal variety over a finite field can be embedded into a compatible system of l'-adic lisse sheaves with various l'. Drinfeld used Lafforgue's result as an input and proved this conjecture when ... More