File:NLC416-08jh012989-31511 高等數學最小二乘法.pdf

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高等數學最小二乘法   (Wikidata search (Cirrus search) Wikidata query (SPARQL)  Create new Wikidata item based on this file)
Author
Mansfield Merriman原著
image of artwork listed in title parameter on this page
Title
高等數學最小二乘法
Publisher
學部圖書局售書處[發行者]
Description

目錄
第一編 緒論
觀測之種類
觀測之誤差
概率之原則
問題
第二編 誤差之概律
從經驗上推定之公理
概率曲線
誤差定律之第一推定法
誤差定律之第二推定法
概曲線之討論
概率積分
理論與實驗之比較
基本範式之注意
問題
第三編 觀測之均勻
觀測之重率
最小二乘法之原則
一量之直接觀測
等重率之獨立觀測
不等重率之獨立觀測
規則方程式之解
條件觀測
問題
第四編 觀測之精度
概差
算術中數之概差
普通中數之概差
誤差於傳布定律
獨立觀測之概差
條件觀測之概差
問題
第五編 一單量之直接觀測
等重率之觀測
概差之簡範式
不等重率之觀測
問題
第六編 被測量之函數
線測數
角測數
面積之精度
注意及問題
第七編 若干量之獨立觀測
均勻法之次序
水平線之討論
一測點上之諸角
經驗常數
經驗範式
問題
第八編 條件觀測
均勻法之次序
三角形之角
一點上之角
四邊形之角
簡單三角測量
水平測量
問題
第九編 觀測之討論
誤差之概率
可疑觀測之棄法
常誤差
社會統計學
問題
第十編 規則方程式之解法
三規則方程式
規則方程式之作法
戈氏解法
重率觀測
對數計算法
均勻值之概差
問題
第十一編 補遺及表
高次觀測方程式之化為一次
概差之概差
中央數問題之答及重要之注
注及問題之答
常數
表
釋表
第一 引數為hx之概率積分之值
第二 引數為x/r之概率積分之值
第三 用（20）及（21）求概差
第四 用（35）及（36）求概差
第五 數之常用對數
第六 數之二乘冪
第七 酷氏規則之應用
第八 逆數之二乘冪

Language Chinese
Publication date 宣統2年[1910]
Source
institution QS:P195,Q732353
(民國時期文獻 民國圖書)
主題
InfoField
最小二乘法
中圖分類
InfoField
O241.2
載體形態
InfoField
248頁

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current19:02, 21 April 2023Thumbnail for version as of 19:02, 21 April 20231,239 × 1,754, 274 pages (5.48 MB)PencakeBot (talk | contribs)Upload 高等數學最小二乘法 (1/1) by Mansfield Merriman原著 (batch task; nlc:data_416,08jh012989,31511; 民國圖書-PD2022.2; 高等數學最小二乘法)

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