「Integrals」の共起表現一覧(1語右で並び替え)

Integrals

1語右で並び替え

該当件数:40件

  • duced knot invariants defined by complicated integrals analogous to Feynman integrals.
  • eralization of the relation between elliptic integrals and the Jacobi, or Weierstrass elliptic func
  • and can also be given in terms of Euler-type integrals and contour integrals.
  • anics follows from the properties of Fourier integrals and from assuming time invariance.
  • a way which things like fractions, surds and integrals are displayed in the way they would normally
  • tial differential equations studying abelian integrals, automorphic functions, and functional equat
  • ro-differential overlap for the two-electron integrals but not for integrals that are over orbitals
  • work on the motions of the Moon, as well as integrals, elliptic functions, heat, electrostatics, a
  • The constant appears in a number of sums and integrals, especially those involving Gamma functions
  • Campbell, GA, Foster, RM, Fourier Integrals for Practical Applications, "Bell Systems Te
  • inert, Quantum Mechanics of H-Atom from Path Integrals, Fortschr.
  • , infinite dimensional field equations, path integrals in quantum mechanics, quantum field theory a
  • Path Integrals in Quantum Mechanics, Statistics, Polymer Ph
  • H. Kleinert, Path Integrals in Quantum Mechanics, Statistics, Polymer Ph
  • H. Kleinert, Path Integrals in Quantum Mechanics, Statistics, Polymer Ph
  • He did early work on Fredholm integrals independently of Fredholm.
  • with the gamma function when solving certain integrals involving exponential functions in a quotien
  • gave expressions for the Bessel functions as integrals involving Legendre functions.
  • Maxwell's equations in integral form involve integrals like above for electric and magnetic fields.
  • Corput lemma is an estimate for oscillatory integrals named after the Dutch mathematician J. G. va
  • cations of symbolic calculation to molecular integrals, nuclear magnetic resonance, and other topic
  • e) in 1879 with a thesis on Study of abelian integrals of the third species, becoming the second Ro
  • Then the sequence of iterated integrals of 1 is defined on [0, 1], and
  • Then the sequence of iterated integrals of f is defined on [0, 1], and
  • Integrals of this type appear frequently when calculat
  • Thus, by comparing the integrals of each peak observed in a proton NMR spectr
  • rs, vectors and points, find derivatives and integrals of functions and has a full complement of co
  • Multi-dimensional integrals often arise in Bayesian statistics, computat
  • squared mean curvature, user-defined surface integrals, or knot energies.
  • uch as the superpotential, may be written as integrals over θs only, which are known as F-terms, an
  • symmetric Lagrangians may also be written as integrals over the whole superspace.
  • Fourier transforms involve integrals rather than sums, and are used in a similarl
  • Physically, the integrals represent statistical averages using the Fer
  • Since these are elliptic integrals, the coordinates ξ and η can be expressed as
  • The above integrals theoretically extend over the entire spectru
  • guity is to restrict the relevant functional integrals to a single Gribov region whose boundary is
  • He restarted work on molecular integrals, using the power of the supercomputer to go
  • For these integrals we can then identify β as the inverse temper
  • by Arnold Sommerfeld for a certain class of integrals which are common in condensed matter and sta
  • Elliptic integrals with rational arguments