Clojure 语言 推荐系统基础实现方法

Clojure阿木 发布于 2025-06-14 19 次阅读


Clojure 语言推荐系统基础实现方法

推荐系统是信息检索和机器学习领域的一个重要分支,它通过分析用户的历史行为和偏好,为用户提供个性化的推荐。Clojure 是一种现代的、动态的、函数式编程语言,以其简洁、高效和易于并发编程的特点受到许多开发者的喜爱。本文将探讨如何使用 Clojure 语言实现一个基础的推荐系统。

Clojure 简介

Clojure 是由 Rich Hickey 在 2007 年创建的,它运行在 Java 虚拟机(JVM)上,因此可以无缝地与 Java 库和框架集成。Clojure 的语法简洁,支持高阶函数、不可变数据结构和强大的并发特性,这使得它在处理大数据和复杂逻辑时表现出色。

推荐系统基础

在开始使用 Clojure 实现推荐系统之前,我们需要了解一些推荐系统的基础概念:

1. 用户-物品评分矩阵:这是推荐系统的核心数据结构,它记录了用户对物品的评分。
2. 协同过滤:一种基于用户或物品相似度的推荐方法。
3. 矩阵分解:通过分解用户-物品评分矩阵来预测未评分的项。
4. 内容推荐:基于物品的属性进行推荐。

实现步骤

1. 数据准备

我们需要准备用户-物品评分数据。以下是一个简单的 Clojure 代码示例,用于读取评分数据:

clojure
(defn read-ratings [file-path]
(->> file-path
(slurp)
(line-seq)
(map (clojure.string/split % "s+")
)
(map (vector (Integer/parseInt (first %))
(Integer/parseInt (second %))
(Double/parseDouble (nth % 2)))
)
(into {})))

2. 协同过滤

协同过滤是一种基于用户或物品相似度的推荐方法。以下是一个简单的协同过滤算法实现:

clojure
(defn cosine-similarity [vec1 vec2]
(let [dot-product (reduce vec1 vec2)
norm1 (Math/sqrt (reduce + (map (Math/pow % 2) vec1)))
norm2 (Math/sqrt (reduce + (map (Math/pow % 2) vec2)))]
(if (and norm1 norm2)
(/ dot-product ( norm1 norm2))
0)))

(defn get-similar-users [user ratings & [threshold]]
(let [similarity-fn (if threshold
(fn [[user1 user2 sim]] (when (> sim threshold) [user1 user2 sim]))
identity)
user-ratings (get ratings user)
similar-users (->> ratings
(filter (not= % user))
(map (fn [[other-user other-ratings]] [other-user (cosine-similarity user-ratings other-ratings)]))
(sort-by second >)
(take 10))]
(map first similar-users)))

(defn collaborative-filtering [user ratings]
(let [similar-users (get-similar-users user ratings)
user-ratings (get ratings user)
recommendations (->> similar-users
(map second)
(filter (not= % 0))
(map (vector % ( % (cosine-similarity user-ratings %))))
(sort-by second >)
(take 10))]
recommendations))

3. 矩阵分解

矩阵分解是一种通过分解用户-物品评分矩阵来预测未评分的项的方法。以下是一个简单的矩阵分解实现:

clojure
(defn matrix-factorization [ratings num-factors num-iterations]
(let [rows (count (keys ratings))
cols (count (last (vals ratings)))
ratings-matrix (vec (map vec (vals ratings)))
initial-factors (vec (repeatedly num-factors (repeatedly cols (rand))))
initial-weights (vec (repeatedly rows (repeatedly cols (rand))))
update-factor (fn [i j factor]
(let [weight (get initial-weights i j)
rating (get ratings-matrix i j)
factor-value (get factor j)
error (if rating (- rating ( factor-value weight)) 0)
learning-rate 0.01]
(update factor j (+
% ( learning-rate error weight)
( learning-rate error factor-value))))]
(update initial-weights i (update % j (+ % ( learning-rate error factor-value))))
(update-factor i j factor)))
update-weights (fn [i j weight]
(let [factor (get initial-factors i)
rating (get ratings-matrix i j)
error (if rating (- rating ( factor weight)) 0)
learning-rate 0.01]
(update factor j (+
% ( learning-rate error weight)
( learning-rate error factor))))]
(update initial-factors i (update % j (+ % ( learning-rate error weight))))
(update-weights i j weight)))
update-ratings (fn [i j factor weight]
(let [error (if rating (- rating ( factor weight)) 0)
learning-rate 0.01]
(update ratings-matrix i j (+
% ( learning-rate error factor)
( learning-rate error weight)))))]

(loop [iterations 0
factors initial-factors
weights initial-weights]
(if (= iterations num-iterations)
(do
(println "Matrix Factorization completed.")
(vec factors))
(let [new-factors (reduce (fn [acc [i j]] (update-factor i j acc)) factors (range rows))
new-weights (reduce (fn [acc [i j]] (update-weights i j acc)) weights (range rows))]
(recur (inc iterations) new-factors new-weights)))))))

4. 内容推荐

内容推荐基于物品的属性进行推荐。以下是一个简单的基于物品属性的推荐实现:

clojure
(defn content-based-recommendation [item attributes & [threshold]]
(let [similar-items (->> attributes
(filter (not= % item))
(map (fn [[item attributes]] [item (cosine-similarity attributes (get attributes item))]))
(sort-by second >)
(take 10))]
(map first similar-items)))

总结

本文介绍了使用 Clojure 语言实现推荐系统的基础方法。我们首先介绍了 Clojure 语言和推荐系统的基础概念,然后逐步实现了协同过滤、矩阵分解和内容推荐。这些实现方法可以作为构建更复杂推荐系统的起点。随着 Clojure 在大数据和实时处理领域的应用越来越广泛,相信 Clojure 将在推荐系统领域发挥更大的作用。