「nonzero」の共起表現一覧(1語右で並び替え)

nonzero

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  • Because this range of non-zero amplitude may be very broad or infinite, this
  • with a large number of data-points - many of non-zero amplitude, and with a distribution of higher-
  • top filter has one stopband, specified by two non-zero and non-infinite corner frequencies.
  • e, the denominator n may be constrained to be non-zero, and the two numbers may be kept in reduced f
  • he original macroscopic configuration becomes non-zero, and the amount of work does not depend on th
  • ften assumed that the base is bounded and has nonzero area, and that the apex lies outside the plan
  • can be represented as spherical lunes, having non-zero area.
  • y state bifurcation, but if the eigenvalue is non-zero but purely imaginary, this is a Hopf bifurcat
  • omaton, where a single replicator simulates a nonzero cell of the Rule 90 automaton and a blank spa
  • oduct; it extends the ordinary cup product to nonzero classes A.
  • Another way is to prefix each nonzero code with a 1 and then code zero as a single
  • ons, it can be seen that the argument of any ( non-zero) complex number has many possible values: fir
  • can allow gravitational instantons to have a nonzero cosmological constant or a Riemann tensor whi
  • For non-zero cosmological constants, on curved spacetimes
  • tribution and size of a dataset consisting of non-zero counts.
  • sed by locally asymmetric fluctuations, GA is nonzero, defining different classes of irregular fluc
  • th manifolds and f: Y → X a continuous map of non-zero degree.
  • r of the motion of turning the rod produces a non-zero difference between the normal components of t
  • As a result nonzero dispersion shifted fiber is often used.
  • Non-zero dispersion-shifted fiber (NZDSF), specified i
  • t products of R2 by R, where the matrix M has non-zero distinct real eigenvalues with non-zero sum.
  • given non-zero eccentricities, the nodes or periapsides can
  • The smallest non-zero eigenvalue of L is called the spectral gap or
  • where the λk are the non-zero eigenvalues of the Laplacian matrix.
  • electrostatics, the setae of the gecko have a non-zero electrical charge which, when close to a surf
  • ential if its fundamental class [M] defines a nonzero element in the homology of its fundamental gr
  • ith a least element is called atomic if every non-zero element b > 0 has an atom a below it, i.e. b
  • whose columns and rows each have exactly one nonzero element.
  • Though it can be applied to any matrix with non-zero elements on the diagonals, convergence is onl
  • where a, d are distinct non-zero elements of K.
  • 0, i.e. an element that is minimal among the non-zero elements.
  • incidence matrix for graphs can only have two non-zero entries.
  • t - that is, a word with the lowest amount of non-zero entries.
  • explain why even though Hawking radiation has non-zero entropy, calculations so far have been unable
  • and only if its diagonal form has exactly one non-zero entry which is a 1.
  • Cf. OEIS A003266 Product of first n nonzero Fibonacci numbers F(1), ..., F(n).
  • Technically, it is due to a non-zero first normal stress difference.
  • fined as the number of Nielsen classes having non-zero fixed point index sum.
  • ng, and introduces several variants including nonzero friction forces between adjacent blocks.
  • It returns non-zero if the source string does not fit, and sets t
  • However, the density can be nonzero in the limit from below, while of course it i
  • Or, suppose we are given a finite set of nonzero integers, and are asked to mark as large a su
  • erical geometry a nondegenerate digon (with a nonzero interior area) can exist if the vertices are
  • As the neutron magnetic dipole moment is non-zero it is necessary to shield or correct for magn
  • n can never be at rest; it must always have a non-zero kinetic energy, a result not found in classic
  • ve helicity has been defined for volumes with non-zero magnetic flux on their boundary surfaces (e.g
  • are locally aligned, producing a macroscopic, non-zero magnetic field from the domain.
  • The non-zero magnetic moment of the neutron indicates that
  • a twisted rope, this configuration would have nonzero magnetic helicity; left-handed ropes would ha
  • close analog of the way the Higgs field gives nonzero mass to the W and Z bosons.
  • spontaneously broken to give the neutrinos a nonzero mass if we assume the seesaw mechanism.
  • 'massive particle' (i.e. a particle having a non-zero mass).
  • arge, small (relative to the planck mass) but nonzero masses, and suggestions that the leptons, qua
  • If k is a field, it possesses no non-zero non-unit elements so its depth as a k-module
  • It is a crucial fact that there is a finite ( non-zero) number of regular maps for every orientable
  • the resulting function, which we call f1, is nonzero only on the middle interval of the complement
  • the frequency range within which the gain is non-zero, or the gain in dB is below a very large valu
  • nge in which the signal's spectral density is nonzero or above a small threshold value.
  • d, without using AC, that there even exists a nonzero ordinal onto which there is no surjection fro
  • ronounced like the letter theta) is the least nonzero ordinal α such that there is no surjection fr
  • osition is an algorithm used to determine the non-zero pattern for the L factors of a symmetric spar
  • between the real state, at a finite volume or non-zero pressure and temperature, and the ideal state
  • Additive smoothing allows the assignment of non-zero probabilities to words which do not occur in
  • This gives it a nonzero quadrupole moment.
  • Make-up inexact due to non-zero quark masses.
  • This leads to the observation that whether a nonzero rational number q is a congruent number depen
  • and outer automorphism group a product of the non-zero real numbers and a group of order 2.
  • For all values of , the eigenvalues have non-zero real part.
  • where u and v are real parameters and c is a non-zero real constant.
  • between failures for a repairable system with non-zero repair times.
  • For neutrinos with a non-zero rest mass, the description in terms of a temp
  • about A: the rank of A is 5 since there are 5 non-zero rows in T; the vector space spanned by the co
  • Fix some particular nonzero solution a1, ..., ad + 2. Let I be the set of
  • means certain differential equations have no nonzero solutions.)
  • ecause the molecule in its ground state has a non-zero spin magnetic moment, oxygen is paramagnetic;
  • Because of its nonzero temperature, this system contains thermal ene
  • anding in a Taylor series and using the first non-zero term to characterize an osculating parabola.
  • urnalist Robert Wright (The Evolution of God, Nonzero, The Moral Animal) and the blogger and journa
  • expression (math_errhandling & MATH_ERRNO) is non-zero, then errno must be set to [ERANGE].
  • ession (math_errhandling & MATH_ERREXCEPT) is non-zero, then the overflow floating-point exception m
  • However, a glide plane operation with a nonzero translation vector in the plane cannot be red
  • tant is thus equivalent to the existence of a non-zero vacuum energy.
  • dark energy without any need for a small but non-zero vacuum energy density.
  • Indeed, nonzero vacuum energies can even be experimentally ve
  • lly as a kind of classical approximation to a nonzero vacuum energy.
  • particle physics, gaugino condensation is the nonzero vacuum expectation value in some models of a
  • at is, an element in its standard state has a nonzero value of S° at room temperature.
  • A nonzero value signifies that the end of the file has
  • -carriers will be equal to the above constant non-zero value.
  • he infinite product, to converge, must give a non-zero value; hence the function given by the infini
  • , the name of the RHS vector is RHS1, and has non-zero values in all 3 of the constraint rows of the
  • For non-zero values, the analyzer could calculate complex
  • Thus, every non-zero vector is an eigenvector with eigenvalue k.
  • A non-zero vector y is in C * if and only if − y is the
  • himedean if a sum of n terms, each equal to a non-zero vector x, has norm greater than one for suffi
  • Let v1, ..., vn, n ≥ 2, be non-zero vectors from the vertex in the directions of
  • Because this has nonzero velocity solutions, it implies that any cryst
  • al superfield and we see that what acquires a nonzero VEV is not the F-term of this chiral superfie
  • ther, in which case the congruence would have nonzero vorticity).
  • els and could be persuaded to produce a level non-zero wave.
  • recursively to any quarter whose boundary has nonzero winding number to further refine the estimate
  • is analytic within each of these quarters, a nonzero winding number N (always an integer) identifi