代办韩国崇实大学文凭毕业证《做证微fuk7778》3s8Yg
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21: 23.3 Differential Equations
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►and are denoted by .
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►Let , or equivalently be nonzero, or be distinct.
…Similarly for and .
As functions of and , and are meromorphic and is entire.
►Conversely, , , and the set are determined uniquely by the lattice independently of the choice of generators.
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22: 23.7 Quarter Periods
23: 24.3 Graphs
24: 16.24 Physical Applications
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§16.24(iii) , , and Symbols
►The symbols, or Clebsch–Gordan coefficients, play an important role in the decomposition of reducible representations of the rotation group into irreducible representations. They can be expressed as functions with unit argument. …These are balanced functions with unit argument. …25: 27.15 Chinese Remainder Theorem
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►Choose four relatively prime moduli , and of five digits each, for example , , , and .
…By the Chinese remainder theorem each integer in the data can be uniquely represented by its residues (mod ), (mod ), (mod ), and (mod ), respectively.
Because each residue has no more than five digits, the arithmetic can be performed efficiently on these residues with respect to each of the moduli, yielding answers , , , and , where each has no more than five digits.
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26: 36.9 Integral Identities
27: 36.6 Scaling Relations
28: 19.32 Conformal Map onto a Rectangle
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►with real constants, has differential
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►As proceeds along the entire real axis with the upper half-plane on the right, describes the rectangle in the clockwise direction; hence is negative imaginary.
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19.32.3
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