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PersonaHub|合成数据生成数据集|大型语言模型数据集

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魔搭社区2025-08-15 更新2024-08-31 收录
合成数据生成
大型语言模型
下载链接:
https://modelscope.cn/datasets/burtenshaw/PersonaHub
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资源简介:
# Dataset Card for PersonaHub This dataset has been created with [Argilla](https://github.com/argilla-io/argilla). As shown in the sections below, this dataset can be loaded into your Argilla server as explained in [Load with Argilla](#load-with-argilla), or used directly with the `datasets` library in [Load with `datasets`](#load-with-datasets). ## Using this dataset with Argilla To load with Argilla, you'll just need to install Argilla as `pip install argilla --upgrade` and then use the following code: ```python import argilla as rg ds = rg.Dataset.from_hub("burtenshaw/PersonaHub") ``` This will load the settings and records from the dataset repository and push them to you Argilla server for exploration and annotation. ## Using this dataset with `datasets` To load the records of this dataset with `datasets`, you'll just need to install `datasets` as `pip install datasets --upgrade` and then use the following code: ```python from datasets import load_dataset ds = load_dataset("burtenshaw/PersonaHub") ``` This will only load the records of the dataset, but not the Argilla settings. ## Dataset Structure This dataset repo contains: * Dataset records in a format compatible with HuggingFace `datasets`. These records will be loaded automatically when using `rg.Dataset.from_hub` and can be loaded independently using the `datasets` library via `load_dataset`. * The [annotation guidelines](#annotation-guidelines) that have been used for building and curating the dataset, if they've been defined in Argilla. * A dataset configuration folder conforming to the Argilla dataset format in `.argilla`. The dataset is created in Argilla with: **fields**, **questions**, **suggestions**, **metadata**, **vectors**, and **guidelines**. ### Fields The **fields** are the features or text of a dataset's records. For example, the 'text' column of a text classification dataset of the 'prompt' column of an instruction following dataset. | Field Name | Title | Type | Required | Markdown | | ---------- | ----- | ---- | -------- | -------- | | input_persona | Persona | text | True | False | | synthesized_text | Synthesized text | text | True | True | | description | Description | text | True | False | ### Questions The **questions** are the questions that will be asked to the annotators. They can be of different types, such as rating, text, label_selection, multi_label_selection, or ranking. | Question Name | Title | Type | Required | Description | Values/Labels | | ------------- | ----- | ---- | -------- | ----------- | ------------- | | chosen_rating | Chosen response | rating | True | Rate the quality of the chosen response | [1, 2, 3, 4, 5] | | correction | Correction | text | True | Please provide a correction to the conversation | N/A | | feedback | Feedback | text | True | Please provide feedback on the conversation | N/A | ### Vectors The **vectors** contain a vector representation of the record that can be used in search. | Vector Name | Title | Dimensions | |-------------|-------|------------| | input_persona_vector | input_persona_vector | [1, 768] | | synthesized_text_vector | synthesized_text_vector | [1, 768] | ### Data Instances An example of a dataset instance in Argilla looks as follows: ```json { "_server_id": "94c6b533-cd8a-45b6-a1f6-2798be76fc8e", "fields": { "description": "math problem", "input_persona": "A community leader in a conflict-affected area who helps navigate logistics challenges and ensures the safe distribution of supplies", "synthesized_text": "Consider a conflict-affected area represented by a graph G(V, E), where V is the set of vertices representing different locations in the area and E is the set of edges representing the paths between these locations. The community leader needs to ensure the safe distribution of supplies from a source location s to a target location t.\n\nLet\u0027s denote the safety level of each path e \u2208 E by a real number w(e) in the range [0, 1], where 0 represents the most dangerous path and 1 represents the safest path. The safety level of a route from s to t is defined as the product of the safety levels of all the paths in the route.\n\nThe community leader wants to find the safest route from s to t. Formulate this problem as an optimization problem and find a polynomial-time algorithm to solve it.\n\nHint: Consider the logarithm of the safety levels and transform the problem into a shortest path problem." }, "id": "7bf149f5-187f-4766-a1b9-8314af5f8c27", "metadata": {}, "responses": {}, "status": "pending", "suggestions": { "correction": { "agent": null, "score": null, "value": "Consider a conflict-affected area represented by a graph G(V, E), where V is the set of vertices representing different locations in the area and E is the set of edges representing the paths between these locations. The community leader needs to ensure the safe distribution of supplies from a source location s to a target location t.\n\nLet\u0027s denote the safety level of each path e \u2208 E by a real number w(e) in the range [0, 1], where 0 represents the most dangerous path and 1 represents the safest path. The safety level of a route from s to t is defined as the product of the safety levels of all the paths in the route.\n\nThe community leader wants to find the safest route from s to t. Formulate this problem as an optimization problem and find a polynomial-time algorithm to solve it.\n\nHint: Consider the logarithm of the safety levels and transform the problem into a shortest path problem." } }, "vectors": {} } ``` While the same record in HuggingFace `datasets` looks as follows: ```json { "_server_id": "94c6b533-cd8a-45b6-a1f6-2798be76fc8e", "correction.suggestion": "Consider a conflict-affected area represented by a graph G(V, E), where V is the set of vertices representing different locations in the area and E is the set of edges representing the paths between these locations. The community leader needs to ensure the safe distribution of supplies from a source location s to a target location t.\n\nLet\u0027s denote the safety level of each path e \u2208 E by a real number w(e) in the range [0, 1], where 0 represents the most dangerous path and 1 represents the safest path. The safety level of a route from s to t is defined as the product of the safety levels of all the paths in the route.\n\nThe community leader wants to find the safest route from s to t. Formulate this problem as an optimization problem and find a polynomial-time algorithm to solve it.\n\nHint: Consider the logarithm of the safety levels and transform the problem into a shortest path problem.", "correction.suggestion.agent": null, "correction.suggestion.score": null, "description": "math problem", "id": "7bf149f5-187f-4766-a1b9-8314af5f8c27", "input_persona": "A community leader in a conflict-affected area who helps navigate logistics challenges and ensures the safe distribution of supplies", "input_persona_vector": [ 0.01920158788561821, -0.020034510642290115, 0.010540475137531757, 0.03529489412903786, -0.006910749711096287, 0.002186811063438654, 0.03526720032095909, -0.0310516394674778, 0.015644105151295662, 0.023024331778287888, 0.08691546320915222, -0.017027296125888824, -0.008171903900802135, -0.023430950939655304, 0.0011081075062975287, -0.03148302435874939, 0.013647609390318394, -0.019493499770760536, -0.009091595187783241, 0.020313868299126625, 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The community leader needs to ensure the safe distribution of supplies from a source location s to a target location t.\n\nLet\u0027s denote the safety level of each path e \u2208 E by a real number w(e) in the range [0, 1], where 0 represents the most dangerous path and 1 represents the safest path. The safety level of a route from s to t is defined as the product of the safety levels of all the paths in the route.\n\nThe community leader wants to find the safest route from s to t. Formulate this problem as an optimization problem and find a polynomial-time algorithm to solve it.\n\nHint: Consider the logarithm of the safety levels and transform the problem into a shortest path problem.", "synthesized_text_vector": [ 0.01920158788561821, -0.020034510642290115, 0.010540475137531757, 0.03529489412903786, -0.006910749711096287, 0.002186811063438654, 0.03526720032095909, -0.0310516394674778, 0.015644105151295662, 0.023024331778287888, 0.08691546320915222, -0.017027296125888824, -0.008171903900802135, -0.023430950939655304, 0.0011081075062975287, -0.03148302435874939, 0.013647609390318394, -0.019493499770760536, -0.009091595187783241, 0.020313868299126625, 0.007570026442408562, 0.021931437775492668, 0.018413176760077477, 0.013476831838488579, -0.012059376575052738, -0.007439880166202784, -0.023691406473517418, 0.0444757416844368, 0.01912728324532509, 0.002556188264861703, 0.08905217051506042, -0.04851459339261055, -0.01877565309405327, -0.051376424729824066, 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-0.04620970040559769, 0.04840150475502014, 0.00416884571313858, -0.039179861545562744, -0.015181230381131172, -0.03141364827752113, -0.013226363807916641, 0.009243412874639034, -0.043299756944179535, 0.029120327904820442, -0.024942118674516678, 0.04125180467963219, -0.038541022688150406, 0.007128921337425709, -0.04815585911273956, 0.01664280705153942, -0.02722802385687828, 0.005442809779196978, 0.08038586378097534, 0.017811283469200134, 0.04179847612977028, -0.04437708854675293, -0.05731496587395668, -0.0429082065820694, -0.04588797688484192, 0.006583881564438343, -0.026331733912229538, 0.01288719940930605, 0.05641047656536102, -0.03417247161269188, -0.027260035276412964, -0.009556346572935581, 0.03396664932370186, -0.01314779557287693, 0.007677790708839893, 0.0007905151578597724, -0.025073956698179245, -0.005890931934118271, 0.01838475652039051, 0.008761167526245117, -0.010150297544896603, -0.04491760954260826, 0.002207912504673004, 0.006935555953532457, -0.02030240371823311, 0.020862411707639694, 0.03693114221096039, 0.027295464649796486, 1.308504291682714e-34, 0.0005027851439081132, 0.028784746304154396, -0.016094880178570747, -0.06194661557674408, 0.04936259612441063, -0.02018781565129757, -0.11520980298519135, 0.022972900420427322, 0.02078787423670292, -0.0067572519183158875, -0.006931309588253498 ] } ``` ### Data Splits The dataset contains a single split, which is `train`. ## Dataset Creation ### Curation Rationale [More Information Needed] ### Source Data #### Initial Data Collection and Normalization [More Information Needed] #### Who are the source language producers? [More Information Needed] ### Annotations #### Annotation guidelines [More Information Needed] #### Annotation process [More Information Needed] #### Who are the annotators? [More Information Needed] ### Personal and Sensitive Information [More Information Needed] ## Considerations for Using the Data ### Social Impact of Dataset [More Information Needed] ### Discussion of Biases [More Information Needed] ### Other Known Limitations [More Information Needed] ## Additional Information ### Dataset Curators [More Information Needed] ### Licensing Information [More Information Needed] ### Citation Information [More Information Needed] ### Contributions [More Information Needed]
提供机构:
maas
创建时间:
2025-04-07
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