.世界杯直播频道cctv5回放_『wn4.com_』国足参加过世界杯吗_w6n2c9o_2022年11月29日22时50分34秒_k6imqu2oe
Did you mean .世界杯直播频道cctv5回放_『welcom_』国足参加过世界杯吗_w6n2c9o_2022年11月29日22时50分34秒_k6imqu2oe ?
(0.005 seconds)
1—10 of 786 matching pages
1: 19.2 Definitions
…
►where is a polynomial in while and are rational functions of .
…
►Here are real parameters, and and are real or complex variables, with , .
…
►If , then is pure imaginary.
…
►
§19.2(iv) A Related Function:
… ►For the special cases of and see (19.6.15). …2: 34.7 Basic Properties: Symbol
3: 34.6 Definition: Symbol
4: 26.16 Multiset Permutations
…
►Let be the multiset that has copies of , .
denotes the set of permutations of for all distinct orderings of the integers.
The number of elements in is the multinomial coefficient (§26.4) .
…
►The
-multinomial coefficient is defined in terms of Gaussian polynomials (§26.9(ii)) by
…and again with we have
…
5: 34.3 Basic Properties: Symbol
…
►When any one of is equal to , or , the symbol has a simple algebraic form.
…For these and other results, and also cases in which any one of is or , see Edmonds (1974, pp. 125–127).
…
►Even permutations of columns of a symbol leave it unchanged; odd permutations of columns produce a phase factor , for example,
►
34.3.8
…
►For the polynomials see §18.3, and for the function see §14.30.
…
6: 26.4 Lattice Paths: Multinomial Coefficients and Set Partitions
…
►
is the number of ways of placing distinct objects into labeled boxes so that there are objects in the th box.
…
►These are given by the following equations in which are nonnegative integers such that
… is the multinominal coefficient (26.4.2):
…For each all possible values of are covered.
…
►where the summation is over all nonnegative integers such that .
…
7: 34.1 Special Notation
8: 1.12 Continued Fractions
…
►
and are called the th (canonical) numerator and denominator respectively.
…
►
is equivalent to if there is a sequence , ,
, such that … ►Define … ►The continued fraction converges when … ►Then the convergents satisfy …
, such that … ►Define … ►The continued fraction converges when … ►Then the convergents satisfy …
9: 26.9 Integer Partitions: Restricted Number and Part Size
…
►
denotes the number of partitions of into at most parts.
See Table 26.9.1.
…
►It follows that also equals the number of partitions of into parts that are less than or equal to .
►
is the number of partitions of into at most parts, each less than or equal to .
…