algology的音标为:[ˌælgəˈlɑːdʒɪ],基本翻译为“研究痛苦感觉的心理学”,速记技巧为:痛苦感觉(algology)→研究(alg)→心灵(logy)。
以下是英文词源、变化形式和相关单词的列表,涵盖了语言学和语言相关的主题:
1. Alphabet(字母):源于希腊语“αλφαβητήριον”,意思是“字母表”。变化形式包括复数“alphabets”和过去式“alphabetized”。相关单词包括alphabetical(字母顺序的)、alphabetically(按字母顺序)等。
2. Vocabulary(词汇):源于拉丁语“vōcibus litteris”,意思是“用文字表达的声音或语言”。变化形式包括复数“vocabularies”和过去式“vocabularyed”。相关单词包括vocabulary list(词汇表)、vocabulary size(词汇量)等。
3. Syntax(句法):源于希腊语“σύνταξις”,意思是“组合”或“构造”。变化形式包括复数“syntaxes”和过去式“syntacticked”。相关单词包括syntactic(句法的)、syntactically(句法上)等。
4. Semantics(语义学):源于希腊语“σημεῖα”,意思是“意义”或“含义”。变化形式包括复数“semantics”和过去式“semanticked”。相关单词包括semantic(语义的)、semantically(在语义上)等。
5. Orthography(正字法):源于希腊语“ορθόγραφια”,意思是“正确的书写方式”。变化形式包括复数“orthographies”和过去式“orthographied”。相关单词包括orthographic(正字法的)、orthographically(正字法上)等。
6. Phonetics(语音学):源于希腊语“φωνητήριον”,意思是“声音的规则”。变化形式包括复数“phonetics”和过去式“phoneticked”。相关单词包括phoneme(音素)、phonological(语音的)等。
7. Phonology(音韵学):源于希腊语“φωνολογία”,意思是“语音的规则和分类”。变化形式包括复数“phonologies”和过去式“phonologised”。相关单词包括syllable(音节)、rhythm(节奏)等。
8. Grammaticality(语法性):源于拉丁语“grammatica”,意思是“语法规则”。变化形式包括复数“grammaticalities”和过去式“grammaticalized”。相关单词包括grammaticality judgment(语法判断)、grammaticality error(语法错误)等。
9. Etymology(词源学):源于希腊语“ἐτυμολογία”,意思是“追溯起源”。变化形式包括复数“etymologies”和过去式“etymologised”。相关单词包括etymological inquiry(词源学研究)、etymology dictionary(词源词典)等。
10. Lexicography(词典学):源于希腊语“λέξικα”,意思是“词汇书”。变化形式包括复数“lexicographies”和过去式“lexicographed”。相关单词包括dictionary entry(词典条目)、word frequency(词频)等。
以上列举了10个英文词源、变化形式以及相关单词,涵盖了语言学和语言相关的主题。这些词汇在语言研究和教学中具有重要价值。
常用短语:
1. algorithm design
例句:The algorithm design process involves defining the problem, selecting an appropriate algorithm, implementing the algorithm, and testing the results.
2. machine learning algorithm
例句:The machine learning algorithm used in this project is based on a neural network model.
3. optimization algorithm
例句:The optimization algorithm used to find the optimal solution to this problem is a genetic algorithm.
4. data mining algorithm
例句:The data mining algorithm used to extract valuable information from the data is a k-means clustering algorithm.
5. algorithm optimization
例句:We need to optimize our algorithm to improve its performance and reduce its running time.
6. algorithm selection
例句:When selecting an algorithm for a particular task, it is important to consider its suitability for the problem and its efficiency in terms of computational resources.
7. algorithm implementation
例句:It is necessary to implement the algorithm in a programming language in order to test its functionality and verify its accuracy.
英文小作文:
Title: The Importance of Algorithm Selection and Optimization in Modern Computing
In modern computing, algorithms play a crucial role in everything from data processing to machine learning. However, selecting and optimizing algorithms can be a challenging task, especially when dealing with complex problems and limited resources. The right algorithm can significantly improve the efficiency of a system and reduce costs, while an incorrect choice can lead to poor performance and wasted resources. Therefore, it is essential to carefully consider the characteristics of the problem, the available computational resources, and the desired outcomes before selecting an algorithm. Once an algorithm has been chosen, it is necessary to implement it in a programming language and test its functionality and accuracy. Through regular optimization, algorithms can be improved to achieve optimal performance and efficiency, ensuring that systems are able to handle increasingly complex tasks with ease. In conclusion, the selection and optimization of algorithms are crucial for modern computing, and must be carefully considered in order to achieve optimal results.