Positioning map data encryption sending method and system based on multi-parameter dynamic adjustment encryption matrix of user request
A user-requested and dynamically adjusted technology, applied in image data processing, location-based services, and services based on specific environments, etc., can solve problems such as inability to know, the application time cannot be determined, and time parameters have not been added, so as to reduce encryption. The amount of calculation, the effect of improving the anti-reverse solution performance, and increasing the number of parameters
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Embodiment 1
[0079] S1 specifically includes:
[0080] S1-1 collects urban oblique photography data.
[0081] Urban oblique photography data can be collected by using oblique cameras equipped with drones as a flight platform. By applying oblique photography technology, multiple high-resolution images of different angles at the same location can be obtained at the same time. Location information, in which the same specific object can be imaged on multiple images of different angles at different exposure points. When collecting urban oblique image data, data such as plane position, aerial height, geodetic height, flight attitude, and plane position need to be obtained at the same time. .
[0082] S1-2 performs preprocessing on the oblique photographic data to obtain a three-dimensional digital map of the city corresponding to the oblique photographic model of the city.
[0083] After the urban oblique photography data is collected, the oblique photography data can be preprocessed. Specific...
Embodiment 2
[0087] Continue with Embodiment 1 to implement this embodiment, S2-1 sets W(τ)=r(τ)·w(τ), the multi-parameter dynamic random number generation algorithm rand[x(τ), y(τ), W( τ)]=rand[x(τ),y(τ),r(τ)·w(τ)]∈(-1,1), where x(τ), y(τ) are the user’s request at time τ is the geographic location coordinates of the projection of the three-dimensional digital map on the smooth surface under E, w(τ) is a preset parameter, and the random number is related to x(τ), y(τ), w(τ). For Given time τ, given w(τ) value, and x(τ), y(τ), the generated random values are the same, r(τ) is a random number generation function that changes with time τ, and r(τ ) ∈ (-1,1), try τ denoted as 2021.0226152600. In the following formulas, the time parameter is omitted to indicate 2021.0226152600, so as to make the writing concise, and the actual expression is the expression of τ=2021.0226152600 at a given moment.
[0088] The rectangular area R of city A, the location requested by the user corresponds to i...
Embodiment 3
[0094] Continuing with Embodiment 2, this embodiment S3 specifically includes:
[0095] S3-1 compares the three-dimensional digital map produced in Example 1 and the user's positioning coordinates [x ap (τ),y ap (τ)] on the projection of the smooth surface, that is, the datum plane itself is encrypted,
[0096] S3-2 will and Superimpose to obtain first-level encrypted data , then the offset matrix And at this time the coordinate system E becomes E (1) ;
[0097] S3-3 as figure 2 The three-dimensional digital map before encryption (represented by a black box) is translated together with the coordinate system E so that E and E (1) Superimpose and delete the data on the first-level encrypted smooth surface to form a first-level encrypted three-dimensional digital map M 1 .
[0098] S4 specifically includes:
[0099] S4-1 utilizes the offset matrix M s to the first level encrypted data J 1 Generate secondary encrypted data after secondary encryption , and the...
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