geological environment more comprehensively.
𝑊
Represents the weight of the convolution kernel,
which can be dynamically adjusted according to the
geological characteristics of different regions. When
the geological information of a certain area has a large
change, then the convolution kernel will fully capture
the details of the anomaly based on weight
adjustment.
In addition to identifying the spatial location of
marine geological anomalies, it is also necessary to
assess the possible mineral enrichment within them.
To this end, the system adopts a double-branch
network structure to perform anomaly identification
and mineral enrichment prediction respectively. This
type of architecture allows the system to complete
both tasks in parallel based on a shared feature
representation to improve the overall efficiency and
prediction accuracy of the model. For this, see Eq. (3).
y f (h ), y f (h )
anomaly anomaly shared mineral mineral shared
==
(3)
In this formula, 𝑦
anomaly
it represents the output of
the anomaly identification branch, which is used to
predict whether there are geological anomalies in the
seabed area, and their specific location and
morphology. The main purpose of this branch is to
quickly locate anomalous objects. 𝑦
mineral
Represents
the output of the Mineral Enrichment Prediction
Branch, which is used to estimate the mineral content
of the anomaly. Based on this prediction, it can
provide a basis for subsequent prospecting decisions.
(ℎ
shared
) Represents a shared feature that is used to
support common feature extraction for both tasks. Its
function is to integrate the features extracted by
multi-modal data and spatial convolution to ensure
the synergy between anomaly identification and
mineral prediction.
3.3 Two-branch Prediction Network
Application
In this link, it is necessary to optimize the
identification of anomalies and the prediction of
mineral enrichment at the same time based on the
joint loss function. Based on multi-task learning, the
model can complete two tasks in continuous
reinforcement learning to improve the efficiency and
accuracy of the system. Depending on the needs of
the task, the system can adjust the weights during the
exercise to ensure that more attention is paid to a
particular task. For example, the value that can be
increased in scenarios where the anomaly
identification task is more important 𝜆
anomaly
.
In the optimization process of marine geological
anomaly identification and prospecting detection
model based on deep learning, it is necessary to
introduce geological prior knowledge to effectively
guide gradient update. This approach allows the
model to perform faster convergence in targeted
regions, especially in regions where anomalies are
known or present, and based on this, the accuracy of
the system can be realistically improved. Gradient
enhancement means that the gradient update
amplitude of a specific area should be increased when
the parameters are systematically updated based on
prior knowledge in the geological field. Based on this,
it will effectively ensure that the model receives more
attention in key geological anomaly areas and
captures potential geological anomalies more quickly.
The system then has to deal with the multi-scale
characteristics of marine geology, that is, the seabed
topography and geological structure in different
regions may span multiple scales. To this end, a
multi-scale regularization strategy is designed to
prevent the system from overfitting information of a
specific scale based on capturing local and global
geological features at the same time. For this, see Eq.
(4).
()
n
iij
ij
L
2
2
reg
1=
=λ θ + θ −θ
(4)
In this formula, 𝐿
reg
this is the regularized loss
term to help the model maintain stability and
accuracy. In the identification of marine geological
anomalies, the geological structure is complex and
diverse, so the model has to deal with different types
of anomalies, so if the system is too sensitive to some
specific data, it is likely to make its performance on
new data too poor. In this way, the excessive
fluctuations of system parameters can be effectively
reduced, and the model can be prevented from
"remembering" the characteristics of specific regions,
so as to enhance the generalization ability of the
model in different ocean regions and better identify
unknown geological anomalies.
λ
is the
regularization coefficient, which can control the
intensity of regularization. In the "prospecting
forecast", if the
λ
value is large, it means that the
integrated platform places more emphasis on the
stability of the system to prevent the system from
performing poorly in areas with large data
fluctuations, such as complex seabed geological
structures. However, if the value is too large, it means
that the model may ignore subtle geological changes,
such as the characteristics of small-scale mineral-rich