This is the explanation of Ibn Abbas, another eminent Companion.
这是另一位著名的同伴本阿巴斯的解释。
The policy adopted in this book is to disallow Leibnizian notation within the text.
本书采用得办法是在正文中不用莱布尼兹记号。
Leibnitz praying is grand, Voltaire adoring is fine.
祈祷中得莱布尼茨3是伟大得,崇拜中得伏尔泰是壮美得。
Analysing Newton and Leibniz along with their Philosophical Thinking that they Founded Calculus
牛顿与莱布尼兹创立微积分之解析
Leibniz was another child prodigy.
另一个神童是莱布尼兹。
Leibnizs dream of Universal Language seems to build confidence on the reconstruction of the Babel.
莱布尼茨的设想似乎为人类建造巴别塔重新树立了信心。
Beneath his glibness and nocking with he was shallow, flippant, and indecisive.
他那油嘴滑舌和冷嘲热讽的机智掩盖着他的浅
Isaac Newton had a bitter feud with Leibniz.
牛顿就曾与莱布尼兹成为冤家。
IBNR incurred but not reported
已发生未报告
As for a calculus of rational thought dream on Leibnitz.
而对于推理思维, 就继续莱布尼兹的梦想吧。
Newton and Leibniz invented calculus about the same time.
牛顿和莱布尼兹几乎同时发明了微积分方法。
Newton and Leibniz invented the calculus of a great role.
对牛顿和莱布尼茨发明微积分理论有很大的作用。
Indeed it was this analysis which led Newton and Leibnitz to the discovery of differential calculus.
就是这样的分析使牛顿和莱布尼兹发明了微积分。
Leibniz was an inventor of the calculus and a forefather of modern mathematical logic.
莱布尼茨是一个发明家的演算以及祖先的现代数理逻辑。
They journeyed from Libnah and camped at Rissah.
从立拿起行,安营在勒撒。
They left Rimmon Perez and camped at Libnah.
从临门帕烈起行, 安营在立拿。
Part of illuminated colonnade ruin with Qalat ibn Maan on the hilltop behind.
被灯光照亮的部分柱廊遗址及背后山顶上的伊本曼城堡。
This very slowly converging series was known to Leibniz in 1674.
这个收敛很慢得级数是莱布尼茨在1674年得到得。
The man to credit for this invention is Gottfried Wilhelm von Leibniz.
此发明人信贷是威廉戈特弗里德冯莱布尼茨。
Meanwhile, NewtonLeibniz formulas of double integral and curvilinear integral are discussed.
同时,讨论了二重积分和曲线积分的牛顿莱布尼兹公式。
sales exhibnition of daily necessities
日用品展销会
And his mother's name was Hamutal the daughter of Jeremiah of Libnah.
他母亲名叫哈慕她,是立拿人耶利米的女儿。
Leibnitz came along and turned Newton's definition upside down.
莱布尼茨把牛顿得定义颠倒了过来。
Those are expressly designed to illustrate the vagaries of Leibnizian notation.
那些是用来说明莱布尼兹记号的巧妙想法。
People like Leibniz had wondered about that too 298 years earlier.
莱布尼兹之辈也已经想过这个问题 在300年前
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