释义 |
indices
in·di·ces I0105000 (ĭn′dĭ-sēz′)n. A plural of index.indices (ˈɪndɪˌsiːz) n a plural of indexin•dex (ˈɪn dɛks) n., pl. -dex•es, -di•ces (-dəˌsiz) v. n. 1. (in a printed work) an alphabetical listing of names, places, and topics along with the numbers of the pages on which they are mentioned or discussed. 2. a sequential arrangement of material, esp. in alphabetical or numerical order. 3. something used or serving to point out; indication: a true index of his character. 4. a pointer or indicator, as in a scientific instrument. 5. Also called fist, fistnote. a printed sign in the shape of a hand with extended index finger, used to point out a note or paragraph. 6. a number or formula expressing a property or ratio: index of growth; index of intelligence. 7. Math. a. exponent (def. 3). b. the integer n in a radical n^(1/2) defining the n-th root: 7^(1/3) is a radical having index three. c. a subscript or superscript indicating the position of an object in a series of similar objects, as the subscripts 1, 2, and 3 in the series x1, x2, x3. 8. (usu. cap.) any list of forbidden or otherwise restricted material deemed morally or politically harmful by authorities. v.t. 9. to provide with an index. 10. to enter in an index. 11. to serve to indicate. 12. to adjust, as wages. [1350–1400; Middle English < Latin: informer, token, list =in- in-2 + dicāre to show] in′dex•a•ble, adj. in′dex•er, n. in•dex′i•cal, adj. Translationsindex (ˈindeks) noun1. an alphabetical list of names, subjects etc eg at the end of a book. 索引 索引2. (plural indices (ˈindisiːz) ) in mathematics the figure which indicates the number of times a figure etc must be multiplied by itself etc. In 63 and 75, the figures 3 and 5 are the indices. 指數 指数index finger the finger next to the thumb. She pointed at the map with her index finger. 食指 食指indices
indices (spelling)A plural of "index".Indices in number theory numbers that in the solution of congruences play a role similar to the role of logarithms in the solution of exponential equations. If p is an odd prime and g is a primitive root with respect to the modulus p, then the index of number a is a number k = ind a such that a = gk(mod p). The properties of indices are ind ab = ind a + ind b (mod p— 1) ind (a/b) = ind a— ind b (mod p - 1) where a/b should be construed as the solution of the congruence bx ≡ a(mod p). Indices can be used to convert a congruence of the form axn ≡ b(mod p) to a linear congruence ind a + n ind x≡ ind b(mod p— 1). Because of the practical use of indices, there are special tables for every prime modulus p (that is not too large). In 1839 the German mathematician C. Jacobi compiled a table of indices for all prime numbers to 1,000. The Soviet mathematician. I. M. Vinogradov has done important studies on the distribution of indices. REFERENCEVinogradov, I. M. Osnovy teorii chisel, 8th ed. Moscow, 1972.indices
in·di·ces (in'di-sēz), Alternative plural of index.in·di·ces (in'di-sēz) Alternative plural of index. Patient discussion about indicesQ. What could be the reason? I do go for exercise but the result is not satisfactory to me although I followed good diet, timing etc. What could be the reason?A. can you list in detail here what you do, what you eat? etc? Your successes and failures? Then we can help you a bit more. Maybe you have plateaued and need to change things up. Q. What the reasons to the migraine? A. A migraine headache has many triggers- among which are different foods (cheese, red wine), drinking coffee or caffeine containing beverages, lack of sleep, smoking, drinking alcohol, exposure to strong noise and more. There is also a genetic factor, and you see migraine more in people whose relatives suffer from it too. Q. what do you think the reason would be? As per the latest statistics that 2 out of 150 kids born in the U.S. has autism, and the incidence rate is increasing, what do you think the reason would be?A. The actual statistics is not 2 out of 150. It is 1 out of 150. I don't think autism is increasing, I think more children are being labeled as autistic - the condition is more well known than it was 20 years ago. More discussions about indicesLegalSeeIndexFinancialSeeindex |