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Examples of the the word, sn , in a Sentence Context

The word ( sn ), is the 16860 most frequently used in English word vocabulary

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  1. Sibilant before a nasal becomes a sequence of nasal followed by h,i.e. SN, sn , and SM become NH, nh, and MH: :Examples: Trina → Tanya, uṣṇīṣa → unwise, asmi →
  2. Trigonometric values SN and CN as above:: c0 = 1: s0 = 0: CN+1 = WR CN − WI, sn , : SN+1 = WI CN + WR SN for n 0,..., N − 1,where WR cos (2π/N) and WI = sin (
  3. In the list, then we would have s0,10 s10,10. In general, we would have s0,n, sn , n, which,due to the construction of s0,is impossible. In short, by its
  4. Egyptian hieroglyphs In Egyptian hieroglyphs, the signs: O50: Z4 — SP, sn ,“ two times” repeat the previous sign. Thai In Thai, mai amok () represents
  5. 6 (2) * 2nd Naval Air Fighter/Attack Squadron -D assault Super Standard 4 (, sn , 3-A-201 was cannibalized for spare parts) * 3rd Naval Air Fighter/Attack
  6. In the Swain–Scott equation derived in 1953:: \log_\left (\franc\right) =, sn , This free-energy relationship relates the pseudo first order reaction rate
  7. Membership in the" person" class would require the entry to contain the ", sn ," and" CN" attributes, and allow the entry also to contain" userPassword "
  8. Definition to understand. Let: u=\int_0^\phi \franc. Then the elliptic function, sn , u is given by: \operator name \; u = \sin \phi\, and CN u is given by:
  9. On this and other topics, including: Discrete Fourier transform (DFT) When, sn , is periodic, with period N,S1/T (ƒ) is another Dirac comb function
  10. Need information to evaluate the energy, labor,land, and equipment costs., sn , The anaerobic digester project at SUN Mooresville involves the design and
  11. Sn and CN as above:: c0 = 1: s0 = 0: CN+1 = WR CN − WI SN: SN+1 = WI CN + WR, sn , for n 0,..., N − 1,where WR cos (2π/N) and WI = sin (2π/N). These two
  12. Of its values is sufficient to reconstruct/represent the (finite) portion of, sn , that was analyzed, analogous to case b (above) of the Fourier series. And
  13. Sn for sin (2πn/N) and CN for cos (2πn/N) is:: s0 = 0: c0 = 1: SN+1 =, sn , + d × CN: CN+1 = CN − d × SN for n 0,..., N − 1,where d 2π/N. This is simply
  14. From the nth element of the nth sequence in the list. That is to say, if,SN, n is 1,then s0,n is 0,otherwise s0,n is 1. For instance:: s1 = (0,0,0
  15. The UK postcode district containing Swindon and much of North Wiltshire Sn or, sn , may refer to: * Tin, the metallic element (from Latin for Tin: stadium) *
  16. As follows: the extended Euclidean algorithm yields integers r and s such Ra +, sn , d. Then x = SB/d is a solution. The other solutions are the numbers congruent
  17. Mathrm\, \psi \ \sin \phi: \eta_ = \math rm\, \chi \ \math rm\, \psi where, sn , CN and DN are Jacobi's elliptic functions. Generalizations to other
  18. E^ This leads to the following recurrence to compute trigonometric values, sn , and CN as above:: c0 = 1: s0 = 0: CN+1 = WR CN − WI SN: SN+1 = WI CN + WR SN
  19. M × CN onto V. This can be done by, for instance, exhibiting sections s1 ..., sn , with the property that for each point p, span the fiber over p. The converse is
  20. That subset is again the DFT. * When N is larger than the non-zero portion of, sn , known as zero-padding, the DFT computes more closely-spaced samples of one
  21. For common name," DC" for domain component," mail" for e-mail address and ", sn ," for surname. A server holds a subtree starting from a specific entry,e.g. "
  22. T non −1. Then t is in S,so ct TC. Then note that NS tn; and n −1t,SN,−1. So: (n −1cn)s (n −1c)tn n −1 (TC)n (SN −1)CN s (n −1cn) which is what
  23. Cn for cos (2πn/N) is:: s0 = 0: c0 = 1: SN+1 = SN + d × CN: CN+1 = CN − d ×, sn , for n 0,..., N − 1,where d 2π/N. This is simply the Euler method for
  24. To the functions of trigonometry, as indicated by the matching notation, sn , for sin. The Jacobi elliptic functions occur more in practical problems than
  25. N is a homomorphism of R-modules if, for any m, n in M and r, s in R, : f (rm +, sn , ) = RF (m) + sf (n) This, like any homomorphism of mathematical objects, is
  26. 1,0,1,1,...): s7 = (1,0,0,0,1,0,0,...): ... For each m and n let, sn , m be the MTV element of the nth sequence on the list. So, for instance,s2,1
  27. Element in the corresponding column of the table above it. In short,s0,n ≠, sn , n. Therefore, this new sequence s0 is distinct from all the sequences in the
  28. Fourier transform of a" continuous" function that is constructed by using the,SN, sequence to modulate a Dirac comb. Applications of the DTFT are not limited to
  29. 63-8182 on display. * The Lima Air and Space Museum in Tucson, AZ has T-38A,SN,61-0854,on display in the markings of the 49th Tactical Fighter Wing at
  30. Baseband signal is typically used to modulate a main RF carrier. \script style, sn , is a serial stream of binary digits. By inverse multiplexing, these are first
  31. Then on the type of pies they bake with implications to murder. The character, sn , leads visitors into Sweeney Todd’s barber shop, which is filled with seats
  32. Then note that NS tn; and n −1t SN −1. So: (n −1cn)s (n −1c)tn n −1 (TC)n (, sn ,−1)CN s (n −1cn) which is what we needed. If H is a subgroup of G, then the
  33. In terms of the sum-of-divisors function σ1 in the following way:: s0 = k:, sn , = σ1 ( sn −1) − sn −1. For example, the liquor sequence of 10 is 10,8,7,1,0
  34. U, k ) + k^2 \ \operatorname^2 (u, k ) = 1. \, From this we see that (CN, sn , DN) parametrizes an elliptic curve which is the intersection of the two
  35. Factory flight and was replaced by Curtis's with a second bearing identical, sn , .; F8C-3 Falcon: Second production batch of Navy Falcons; 21 built for USN/USMC
  36. Also has an inverse transform that reproduces the periodic SN sequence. When, sn , is not periodic, but its non-zero portion has finite duration (N),S1/T (ƒ)
  37. Relation where tuples in Detonate had tuples of Production. Let s1,s2,..., sn , be the attributes of the relation S and let be the singleton relation on the
  38. Random harmonic series The random harmonic series: \sum_^\franc, \! Where the,SN, are independent, identically distributed random variables taking the values +1
  39. A quick, but inaccurate, algorithm for calculating a table of N approximations, sn , for sin (2πn/N) and CN for cos (2πn/N) is:: s0 = 0: c0 = 1: SN+1 = SN + d ×
  40. Appears at the beginning of words in the consonant clusters SP, st,SL, sm, sn , and PW. The same sound is realized as an alveolar fricative elsewhere (e.g.
  41. And the integral formula for the coefficients simplifies to:: SK = \sum_^, sn , \dot ex for all integer values of k. This sequence is N-periodic, and so the
  42. Values for FFT implementations:: c0 = 1: s0 = 0: CN+1 = CN − (RCN + β, sn , ): SN+1 = SN + (β CN − α SN) where α 2 sin2 (π/N) and β sin (2π/N). The
  43. C0 = 1: s0 = 0: CN+1 = CN − (RCN + β SN): SN+1 = SN + (β CN − α, sn , ) where α 2 sin2 (π/N) and β sin (2π/N). The errors of this method are much
  44. Protocol): DN: CN John Doe, dc example, dc=com CN: John Doe filename: John, sn , : Doe telephoneNumber: +1 888 555 6789 telephoneNumber: +1 888 555 1232 mail:
  45. Analogue of the Euclidean space CN. Now take a bounded sequence s = (, sn , ). The sequence s is an element of the space l ∞, with a norm given by: \ | s
  46. The term DFS, mentioned above, is sometimes used instead of DFT to convey that, sn , is periodic. The DFT can be computed using a fast Fourier transform (FFT)
  47. Valid for all n or just for a sequence of length N; i.e. whether the original, sn , sequence is periodic or finite. The term DFS, mentioned above, is sometimes
  48. For FFT implementations:: c0 = 1: s0 = 0: CN+1 = CN − (RCN + β SN): SN+1 =, sn , + (β CN − α SN) where α 2 sin2 (π/N) and β sin (2π/N). The errors of this
  49. Polynomials that reduce degree by one. The term is due to F. Hildebrand. ) If, sn , ( x) is a Shaffer sequence and PN (x) is the one sequence of binomial type
  50. DFS). The DFT also has an inverse transform that reproduces the periodic, sn , sequence. When SN is not periodic, but its non-zero portion has finite duration

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