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Nomic

Nomic模型是由 Nomic AI 開發的一系列先進文字和圖像嵌入解決方案,旨在將各種形式的資料轉換成能捕捉其語義的密集數值向量。

Milvus 透過 NomicEmbeddingFunction 類別與 Nomic 的嵌入模型整合。這個類別提供了使用 Nomic 嵌入模型來編碼文件和查詢的方法,並將嵌入返回為與 Milvus 索引相容的密集向量。要使用此功能,請從Nomic Atlas 取得 API 金鑰。

要使用此功能,請安裝必要的相依性:

pip install --upgrade pymilvus
pip install "pymilvus[model]"

然後,實體化 NomicEmbeddingFunction:

# Before accessing the Nomic Atlas API, configure your Nomic API token
import nomic
nomic.login('YOUR_NOMIC_API_KEY')

# Import Nomic embedding function
from pymilvus.model.dense import NomicEmbeddingFunction

ef = NomicEmbeddingFunction(
    model_name="nomic-embed-text-v1.5", # Defaults to `mistral-embed`
)

參數

  • model_name (字串)

    用於編碼的 Nomic 嵌入模型名稱。預設值為nomic-embed-text-v1.5 。如需更多資訊,請參閱Nomic 官方文件

要為文件建立嵌入模型,請使用encode_documents() 方法:

docs = [
    "Artificial intelligence was founded as an academic discipline in 1956.",
    "Alan Turing was the first person to conduct substantial research in AI.",
    "Born in Maida Vale, London, Turing was raised in southern England.",
]

docs_embeddings = ef.encode_documents(docs)

# Print embeddings
print("Embeddings:", docs_embeddings)
# Print dimension and shape of embeddings
print("Dim:", ef.dim, docs_embeddings[0].shape)

預期的輸出與下面相似:

Embeddings: [array([ 5.59997560e-02, 7.23266600e-02, -1.51977540e-01, -4.53491200e-02,
        6.49414060e-02, 4.33654800e-02, 2.26593020e-02, -3.51867680e-02,
        3.49998470e-03, 1.75571440e-03, -4.30297850e-03, 1.81274410e-02,
        ...
       -1.64337160e-02, -3.85437000e-02, 6.14318850e-02, -2.82745360e-02,
       -7.25708000e-02, -4.15563580e-04, -7.63320900e-03, 1.88446040e-02,
       -5.78002930e-02, 1.69830320e-02, -8.91876200e-03, -2.37731930e-02])]
Dim: 768 (768,)

要為查詢建立嵌入式資料,請使用encode_queries() 方法:

queries = ["When was artificial intelligence founded",
           "Where was Alan Turing born?"]

query_embeddings = ef.encode_queries(queries)

print("Embeddings:", query_embeddings)
print("Dim", ef.dim, query_embeddings[0].shape)

預期的輸出與以下相似:

Embeddings: [array([ 3.24096680e-02, 7.35473600e-02, -1.63940430e-01, -4.45556640e-02,
        7.83081050e-02, 2.64587400e-02, 1.35898590e-03, -1.59606930e-02,
       -3.33557130e-02, 1.05056760e-02, -2.35290530e-02, 2.23388670e-02,
        ...
        7.67211900e-02, 4.54406740e-02, 9.70459000e-02, 4.00161740e-03,
       -3.12805180e-02, -7.05566400e-02, 5.04760740e-02, 5.22766100e-02,
       -3.87878400e-02, -3.03649900e-03, 5.90515140e-03, -1.95007320e-02])]
Dim 768 (768,)
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