CN109033129B - Multi-source information fusion knowledge graph representation learning method based on self-adaptive weight - Google Patents

Multi-source information fusion knowledge graph representation learning method based on self-adaptive weight Download PDF

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CN109033129B
CN109033129B CN201810563786.6A CN201810563786A CN109033129B CN 109033129 B CN109033129 B CN 109033129B CN 201810563786 A CN201810563786 A CN 201810563786A CN 109033129 B CN109033129 B CN 109033129B
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常亮
张舜尧
匡海丽
王文凯
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Guilin University of Electronic Technology
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Abstract

The invention discloses a multisource information fusion knowledge graph representation learning method based on self-adaptive weight, which comprises the steps of firstly considering the fusion of text information and structured information, adopting a translation-based model between an entity vector and a relation vector, optimizing a score function by adjusting the weight between the entity vector and the relation vector, and performing type constraint training on the structured information which is classified at the early stage without introducing more parameters; and then, associating the entity vectors and the relation vectors by using a loss function, optimizing the loss function, and learning the vectors of the vectors and the relation of each entity in the knowledge graph when the optimization target is reached. The invention solves the problem that the weight is not considered in the fusion of the text information and the structured information in the knowledge base, utilizes the existing hierarchical information of the structured information in the knowledge base, more accurately represents the mutual connection between the entity and the relation, and applies the mutual connection to the large-scale knowledge map.

Description

Multi-source information fusion knowledge graph representation learning method based on self-adaptive weight
Technical Field
The invention relates to the technical field of knowledge maps and deep learning, in particular to a multi-source information fusion knowledge map representation learning method based on adaptive weight.
Background
With the rapid development of society, we slowly enter an information-oriented era. Huge amounts of new data and information are produced in different forms each day. The mobile internet is the most effective and convenient information acquisition platform in the current society, the demand of users for acquiring real information is increasing day by day, and how to acquire effective information from mass data becomes a major problem in many fields. The knowledge-graph is generated accordingly.
One typically organizes knowledge in a knowledge base in the form of a network, where each node represents an entity and each edge represents a relationship between two entities, the triplets being in the form of (entity 1, relationship, entity 2). FIG. 1 is an exemplary diagram of a typical triplet within a knowledge-graph. Wherein the nodes "Shashibia", "Romeo and Julie" represented by the ellipses are all entities, and the "authors" represented by the connecting edges are relations. Therefore, most knowledge can be represented by triples, corresponding to a chain and two linked entities in the knowledge base network, which is a common representation of the knowledge base. In recent years, deep learning has gained widespread attention in the fields of speech recognition, image analysis, and natural language processing. Representation learning aims at representing semantic information of a study object as a dense low-dimensional real-valued vector. In the low-dimensional vector space, the closer the two objects are, the higher the semantic similarity is. The direction has recently made an important progress, semantic relation of entities and relations can be calculated efficiently in a low-dimensional space, the problem of data sparsity is effectively solved, and the performance of knowledge acquisition, fusion and reasoning is remarkably improved.
One of the major challenges facing knowledge representation learning is how to achieve multi-source information fusion. The triple structure information of the existing knowledge graph, such as TransE, is only used for representing and learning, and a large amount of other information related to knowledge is not effectively used, such as other information of a knowledge base, such as description information of entities and relations, category information and the like.
Disclosure of Invention
The invention provides a multisource information fusion knowledge map representation learning method based on self-adaptive weight, aiming at the problem that the relation between a structural model and text information cannot be fully utilized after the structural model and the text information are fused in the existing knowledge map representation learning method.
In order to solve the problems, the invention is realized by the following technical scheme:
the multi-source information fusion knowledge graph representation learning method based on the self-adaptive weight specifically comprises the following steps:
step 1, balancing fusion of text information and structured information by using self-adaptive weight, and defining a total score function f (h, r, t) of the text information and the structured information which are mutually associated:
f(h,r,t)=(1-λ)(||hd+r-td||+||hd+r-MrttS||+||MrhhS+r-td||)+λ(||Mrhh+r+Mrtt||)
wherein λ represents weight, h represents head entity, t represents tail entity, rRepresenting the relationship of a head entity h and a tail entity t, hdRepresenting a text-based representation of a head entity, tdRepresenting the text-based representation of the tail entity, hSRepresenting head entities based on a structured representation, tSRepresenting tail entities based on a structured representation, MrhIs based on a projection matrix defined by the head entity, MrhIs a projection matrix defined according to the tail entity;
and 2, establishing a loss function based on the fusion of the text information and the structured information of the self-adaptive weight based on the total score function f (h, r, t) defined in the step 1, and learning the vector representation of the entity and the relation by minimizing the loss function to achieve the optimization goal.
In the step 1, the value range of the weight λ is λ ∈ (0, 1).
In step 2, a random gradient descent method is used to minimize the loss function.
In the step 2, the constructed loss function L is:
Figure BDA0001683893920000021
wherein, [ f (h, r, t) + gamma-f (h ', r, t')]+Max (0, f (h, r, t) + γ -f (h ', r, t')); gamma is a set boundary value; (h, r, t) represents a triplet of the knowledge graph, namely a positive example triplet, h represents a head entity, t represents a tail entity, r represents a relation between the head entity and the tail entity, f (h, r, t) represents a score function of the positive example triplet, and S (h, r, t) represents a positive example triplet set; (h ', r, t ') represents a negative example triple constructed by randomly replacing the head entity h and the tail entity t, f (h ', r, t ') represents a score function of the negative example triple, and S ' (h, r, t) represents a negative example triple set.
Compared with the prior art, the method has the advantages that the fusion of text information and structured information is considered, a translation-based model between an entity vector and a relation vector is adopted, the score function is optimized by adjusting the weight between the entity vector and the relation vector, type constraint training is carried out on the structured information which is classified at the early stage, and more parameters are not required to be introduced; and then, associating the entity vectors and the relation vectors by using a loss function, optimizing the loss function, and learning the vectors of the vectors and the relation of each entity in the knowledge graph when the optimization target is reached. The invention solves the problem that the weight is not considered in the fusion of the text information and the structured information in the knowledge base, utilizes the existing hierarchical information of the structured information in the knowledge base, more accurately represents the mutual connection between the entity and the relation, and applies the mutual connection to the large-scale knowledge map.
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FIG. 1 is an exemplary diagram of relationship triples in a knowledge-graph.
FIG. 2 is a flow chart of a learning method according to the present invention.
FIG. 3a is an exemplary diagram of a triple representation obtained from a prior knowledge graph representation learning method.
FIG. 3b is an exemplary diagram of a triplet representation resulting from a knowledge graph representation learning method according to the present invention.
Detailed Description
In order to make the objects, technical solutions and advantages of the present invention more apparent, the present invention is further described in detail below with reference to the accompanying drawings in conjunction with specific examples.
In view of the fact that the prior art only considers the fusion of text information and structured information, how to adjust the weight between the text information and the structured information is not fully considered to achieve the best effect, the existing hierarchical information of the structured information in a knowledge base is not utilized, the number of learning parameters is large, the relation between an entity and a relation cannot be accurately represented, and the method cannot be well applied to a large-scale knowledge map.
The invention fully considers the fusion of the text information and the structured information of the self-adaptive weight and enriches the structured information according to the unused hierarchical information. When text information and structured information are fused, a self-adaptive weight is provided to balance the fusion of the text information and the structured information, and type constraint training is carried out on the structured information classified in advance. By adding the multivariate information fusion method of the self-adaptive weight, the heterogeneity and the unbalance of the entities and the relations in the knowledge base are solved, the entities and the relations and the mutual connection among the entities and the relations are more accurately represented, and the multivariate information fusion method is applied to a large-scale knowledge graph.
Specifically, a multi-source information fusion knowledge graph representation learning method based on adaptive weight, as shown in fig. 2, includes the following steps:
step 1, when text information and structured information are fused, a self-adaptive weight is provided to balance the fusion of the text information and the structured information, and type constraint training is carried out on the structured information classified in advance.
Based on the fusion of the text information and the structured information, a mutually associated overall score function f is defined:
f(h,r,t)=(1-λ)fD(h,r,t)+λfS(h,r,t)
fD (h, r, t) represents a scoring function based on the textual representation:
fD(h,r,t)=fDD(h,r,t)+fDS(h,r,t)+fSD(h,r,t)
=||hd+r-td||+||hd+r-MrttS||+||MrhhS+r-td||
fS(h, r, t) represents a score function based on the structured representation:
fS(h,r,t)=||Mrhh+r+Mrtt||
wherein, λ represents weight, λ belongs to (0, 1), h represents head entity, t represents tail entity, r represents relation between head entity h and tail entity t, h represents weight, t represents weight, r represents weight, h represents weight, t represents weight, r represents weight, h represents weight, r represents weight, h represents weight, r represents weight, h represents head entity, h represents weight, h represents head entity, r, h represents weight, represents head entity, h represents weight, r, represents weight, h represents weight, h represents weight, h represents head entity, h represents weight, represents head entity, h, represents weight, r, h represents weight, represents head entity, represents weight, r, h represents weight, h represents head entity, r, h represents weight, r, h represents weight, h, represents weight, representsdRepresenting a text-based representation of a head entity, tdRepresenting the text-based representation of the tail entity, hSRepresenting head entities based on a structured representation, tSRepresenting tail entities based on a structured representation, MrhIs based on a projection matrix defined by the head entity, MrhIs a projection matrix defined from the tail entity.
And 2, providing a loss function based on the fusion of the text information and the structured information of the self-adaptive weight, and learning the vector representation of the entity and the relation by minimizing the loss function to achieve the optimization target.
Step 21, defining a loss function as:
Figure BDA0001683893920000031
wherein, [ f (h, r, t) + gamma-f (h ', r, t')]+=max(0,f(h,r,t)+γ-f(h',r,t'))+(ii) a Gamma is a set boundary value; (h, r, t) represents a triplet of the knowledge graph, namely a positive example triplet, h represents a head entity, t represents a tail entity, r represents the relation between the head entity h and the tail entity t, f (h, r, t) represents a score function of the positive example triplet, and S (h, r, t) represents a positive example triplet set; (h ', r, t ') represents a negative example triple constructed by the head entity h and the tail entity t which are replaced immediately, f (h ', r, t ') represents a score function of the negative example triple, and S ' (h, r, t) represents a negative example triple set;
and step 22, minimizing a loss function by adopting a random gradient descent method, and learning to obtain each entity vector and relationship vector in the knowledge graph and the mutual connection between the entity vectors and the relationship vectors.
The process of minimizing the loss function is the process of minimizing the score function, and the process of minimizing is the process of achieving the optimization goal. And E in the triple scoring function adopts an energy function in a TransE model, so that in the process of minimizing the loss function, when the type of the relation r is a simple relation type 1-1 or a complex relation type 1-N, N-1, N-N, h, t and r are continuously adjusted to ensure that h + r is equal to t as far as possible.
The method learns and obtains the self-adaptive weight-based knowledge graph representation learning method of multi-source information fusion, and the model for performing type constraint training on the structural information classified in advance is more accurate and effective.
The problem that the existing method cannot solve can be solved by adding text information: when predicting a new entity (untrained entity), the original method randomly gives a vector representation to it, so that its score function is poor compared with that of the trained entity, its loss function is large, and the prediction effect is poor. In the method for adding text information which is not improved by us, when a new entity (an untrained entity) appears, the structural method randomly gives a vector representation to the new entity, but a text description of the new entity exists in a knowledge base, the text description of the new entity can be processed into a vector represented by the text, and a new score function is obtained by adding the vector represented by the text and the vector represented by the training structural method, so that the optimization goal is achieved. When a new entity (untrained entity) appears, although the score function is optimized by text description by adding text information, in the method of obtaining the new score function by adding the two score functions, the structured information can provide wrong information and the weight is high, which is obviously unreasonable.
The invention proposes the fusion of structured information and text information at adaptive weights. And updating the weight representations of the entity and the text information through the training times of the entity, wherein when the weight represented by the structured information is properly increased a little while the weight represented by the text information is decreased a little every time the entity is trained. This is because the training times of the entities are distributed in a long tail when no text information is added, and the occurrence times of the common entities and the entities with multiple classes are large, and the relative training times are also sufficient, so that the entities with large training times are closer to the correct representation, and the representation of the entities with small training times is relatively weak. In this way, we consider that the entity with the larger number of occurrences is good enough to represent the structured information, we can increase the weight of the part of the structured representation where such entity appears, and the weight of the structured representation increases with the number of occurrences. On the contrary, for entities with a small number of occurrences, the representation of the structured information is not good enough, so that the weights of the text information representation parts of the entities are increased, and if the entities do not appear at one time, the weights of the structured information parts are also 0, namely all the entities are represented by the text information, so that the text information is utilized to represent new entities which do not appear, and meanwhile, the structured information randomly endowed with vectors is filtered.
FIG. 3a is an exemplary diagram of a triple representation obtained from a prior art knowledge graph representation learning method. In fig. 3a, the hierarchical information of the knowledge-graph triplets is not considered. Hierarchical information means that entities may have different roles in different scenarios, such as shakespeare being both a writer and a musician, and also bob having such attributes. We consider that having multiple types of entities with different relationships should have different representations. We construct a projection matrix M of a particular type from a hierarchyrThe head entity h and the tail entity t are then represented by a particular projection matrix constructed. Thus, how many relationships an entity has will have how many mappings to represent the particular representation of the entity under each relationship, respectively. In fig. 3b, we show the kind of entity by specific relations, and entities with the same type tend to be a cluster and have similar representation in training, which is also the main cause of error in entity prediction in fact. In the invention, the training probability of selecting entities with the same type under the specific relation type information can be improved, and the target is optimized in such a way.
The invention solves the problems that the imbalance and heterogeneity of the entities and the relations and the calculation caused by excessive parameters in the prior art are too complex, the mutual relation between the entities and the relations in the knowledge graph cannot be well represented by a method, and the method cannot be well applied to large-scale knowledge graphs, and has good practicability.
It should be noted that, although the above-mentioned embodiments of the present invention are illustrative, the present invention is not limited thereto, and thus the present invention is not limited to the above-mentioned embodiments. Other embodiments, which can be made by those skilled in the art in light of the teachings of the present invention, are considered to be within the scope of the present invention without departing from its principles.

Claims (4)

1. The multi-source information fusion knowledge graph representation learning method based on the self-adaptive weight is characterized by specifically comprising the following steps of:
step 1, balancing fusion of text information and structured information by using self-adaptive weight, and defining a total score function f (h, r, t) of the text information and the structured information which are mutually associated:
f(h,r,t)=(1-λ)(||hd+r-td||+||hd+r-MrttS||+||MrhhS+r-td||)+λ(||Mrhh+r+Mrtt||)
wherein, λ represents weight, h represents head entity, t represents tail entity, r represents relation between head entity h and tail entity t, h represents weight, t represents tail entitydRepresenting a text-based representation of a head entity, tdRepresenting the text-based representation of the tail entity, hSRepresenting head entities based on a structured representation, tSRepresenting tail entities based on a structured representation, MrhIs based on a projection matrix defined by the head entity, MrhIs a projection matrix defined according to the tail entity;
and 2, establishing a loss function based on the fusion of the text information and the structured information of the self-adaptive weight based on the total score function f (h, r, t) defined in the step 1, and learning the vector representation of the entity and the relation by minimizing the loss function to achieve the optimization goal.
2. The adaptive weight-based multi-source information fusion knowledge graph representation learning method as claimed in claim 1, wherein in step 1, the value range of the weight λ is λ ∈ (0, 1).
3. The adaptive weight-based multi-source information fusion knowledge graph representation learning method according to claim 1, wherein in step 2, a random gradient descent method is adopted to minimize a loss function.
4. The adaptive weight-based multi-source information fusion knowledge graph representation learning method according to claim 1, wherein in the step 2, the constructed loss function L is:
Figure FDA0001683893910000011
wherein, [ f (h, r, t) + gamma-f (h ', r, t')]+Max (0, f (h, r, t) + γ -f (h ', r, t')); gamma is a set boundary value; (h, r, t) represents a triplet of the knowledge graph, namely a positive example triplet, h represents a head entity, t represents a tail entity, r represents a relation between the head entity and the tail entity, f (h, r, t) represents a score function of the positive example triplet, and S (h, r, t) represents a positive example triplet set; (h ', r, t ') represents a negative example triple constructed by randomly replacing the head entity h and the tail entity t, f (h ', r, t ') represents a score function of the negative example triple, and S ' (h, r, t) represents a negative example triple set.
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