Prove that no four consecutive binomial coefficients can be in arithmetic progression . 證明不存在四個連續(xù)的二項系數(shù)成算術(shù)級數(shù)。
A note on the least prime in an arithmetic progression 關(guān)于算術(shù)級數(shù)中最小素數(shù)的注記
Some exponential sums over primes in an arithmetic progression 算術(shù)級數(shù)中的一個指數(shù)和估計
It is proved that the least prime in an arithmetic progression with difference 立方部分有界為公差的算術(shù)級數(shù)中的最小素數(shù)
Method for solving finite summation of k steps arithmetic progression by using power series 階等差數(shù)列有限和的冪級數(shù)求法
The result shows that the utility of the arithmetic progression can limit the first kind of misread 結(jié)果表明,等差數(shù)列的利用可規(guī)范第一種誤讀。
The principal purpose of this paper is to consider the bounds of solutions of the cubic equation with the prime variables in arithmetic progressions modulo k > 1 本文的主要目的是估計三次素變數(shù)方程的解在模k1算術(shù)數(shù)列中的上界。
In the process for doing " generalization ", we make use of the higher arithmetic progression concepts [ 3 ] to deal with the results finally carry out the model of solving the crossing number of network graphs problems, this way may be an originality 在進行觀察歸納研究法模式來探討管線網(wǎng)路設(shè)置,其交叉處個數(shù)問題類化、一般化的過程中,引進高階等差級數(shù)的理論3來處理所得結(jié)果的一般解決模式,乃是一種創(chuàng)意。