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北京阶承传播顾问有限公司
阶乘是基斯顿·卡曼于 1808 年发明的运算符号，是数学术语。一个正整数的阶乘是所
有小于及等于该数的正整数的积，并且0的阶乘为1。自然数n的阶乘写作n! 即n!=1×2
×3×...×n。阶乘可以递归方式定义：0!=1，n!=(n-1)!×n。
这里n可以理解为任何因素，按照阶乘的意义，阶承传播重视每一个细微的价值因素。
每多一个人，每多一份力量，每多一个想法，每多一分努力，每多一个细节……所有因
素叠加累积，就会创造超乎想象的叠加价值。
阶承自成立以来，珍视每一位合作伙伴。为众多国际知名的企业和组织提供定制化的，
以活动与现场为主的互动营销解决方案。我们时刻保持前瞻性，把专业作为创造品牌价
值最大化的唯一手段；我们尊重独特、有趣、富有活力的声音；坚持提供创意为先，专
业高效的服务，旨在帮助品牌主实现影响力与营销价值增长。
阶承传播总部位于北京，同时在深圳设立分公司。拥有年轻且富有专业经验的创意团
队、互动技术团队与客户团队。同时，阶承携手业内顶尖资源，为客户提供年轻、多
元、跨界且定制化的资源方案。
在阶承，我们推崇每一个细微价值，并相信灵感的点亮将塑造更加非凡的闪光时刻。
Factorial is an operational symbol invented by Kingston Kaman in 1808, which
is a mathematical term. The factorial of a positive integer is the product
of all positive integers less than or equal to the number, and the factorial
of 0 is 1. The factorial of natural number n is n! = 1 × 2 × 3 ×... × n.
Factorial can be defined recursively: 0! = 1, n! = (n-1)! × n.
Here n can be understood as any factor. According to the meaning of
factorial, we attach importance to every subtle value factor. Every more
person, every more strength, every more thought, every more effort, every
more detail…… If all the factors are added up, the added value beyond
imagination will be created.
Since its establishment, Factorial Communications has cherished every
partner. We provide customized interactive marketing solutions for many
international well-known enterprises and organizations. We always keep
forward-looking and regard specialty as the only means to maximize brand
value. We respect unique, interesting, and dynamic voice. We insist on
providing creative, professional, and efficient services, aiming to help
brand owners achieve the growth of influence and marketing value.
Factorial Communications is headquartered in Beijing and has a branch in
Shenzhen. We have young and professionally experienced creative team,
interactive technology team and customer team. At the same time, Factorial,
together with the top resources in the industry, provides young,
diversified, cross-border and customized resource solutions for brand
owners.
In Factorial Communications, we respect every subtle value, and believe that
the inspiration will shape an extraordinary flashing moment.
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