Examples of 'existence and uniqueness' in a sentence
Meaning of "existence and uniqueness"
Existence and uniqueness: Refers to a concept in mathematics, logic, or philosophy where a particular entity or solution is both present and singular within a given context or framework
How to use "existence and uniqueness" in a sentence
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Advanced
existence and uniqueness
Wording of theorems of existence and uniqueness of solution.
Existence and uniqueness of initial value problems.
Which proves the existence and uniqueness.
Existence and uniqueness of the stationary distribution.
Questions about existence and uniqueness of solutions.
Existence and uniqueness for differential equations.
The necessary condition for existence and uniqueness.
Existence and uniqueness of relevant solutions.
So we obtain the local existence and uniqueness of the solution.
Existence and uniqueness of the solution can also be shown.
We have been looking to establish existence and uniqueness for such equations.
Local existence and uniqueness of solutions.
Using the semigroup theory we will show the existence and uniqueness of solution.
First results on existence and uniqueness of solutions are presented.
This description gives us, explicitly, few results related to existence and uniqueness.
See also
They demonstrate existence and uniqueness of weak solutions.
Some theoretical results are presented, the consistency of the discrete method, existence and uniqueness results.
Proof of existence and uniqueness.
Particularly variational approaches, such as those relying on Duvaut and Lion 's existence and uniqueness theories.
Existence and uniqueness are proved.
A more rigorous justification is contained in the existence and uniqueness theorems found in the literature.
Existence and uniqueness of solution.
This result reduces the questions of existence and uniqueness of branched covers to combinatorial problems.
Existence and uniqueness of solutions for Einstein equations.
First, we study the existence and uniqueness of a solution.
Existence and uniqueness results are given in weighted Sobolev spaces.
A consequence, the proofs of existence and uniqueness of equilibrium are not.
The existence and uniqueness of solutions of the models are established.
We begin by establish the model, we prove existence and uniqueness of the solution.
We obtain an existence and uniqueness result of local in time solution.
Throughout this text, we will state existence and uniqueness theorems for.
We prove the existence and uniqueness of global in time strong solutions.
Thus the Picard-Lindelöf theorem guarantees the existence and uniqueness of the solution.
We study the existence and uniqueness of the solution to these ABSDEs.
Thus the Picard - Lindelöf theorem guarantees the existence and uniqueness of the solution.
First we show existence and uniqueness of solutions to the original system.
There are two things that I want to describe, existence and uniqueness.
The existence and uniqueness of the real closure of a countable ordered field.
To prove this theorem, note that the existence and uniqueness of the solutions.
We prove existence and uniqueness and we give two approximations of the solution.
The Lax-Milgram theorem then ensures the existence and uniqueness of solutions of this equation.
A series of existence and uniqueness theorems of the corresponding solutions are then formulated and proved.
In Chapter 2 we provide a result of existence and uniqueness for quadratic G-BSDEs.
Existence and uniqueness of solutions to the operator Riccati equation.
Subsequently, we shall prove existence and uniqueness to this Liouville equation.
Existence and uniqueness of the dynamic programming equation in Hilbert space.
The Lax - Milgram theorem then ensures the existence and uniqueness of solutions of this equation.
Theorem of existence and uniqueness of the solution to Cauchy problem for a normal system.
Chapter 3, We study the discrete version of the existence and uniqueness of AMLE.
We study the existence and uniqueness of periodic solutions for evolution equations.
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