theorem

With Kuratowski's theorem, there is at least a criterion to use in discussing the nonplanarity of a graph.

The concept of the specialized universal training and a theorem to determine if training is specialized are put forward.

And the second piece of information that we got was from the divergence theorem, and that was the one I spent time trying to explain.

But the precise definition is usually left out of articles that simplify the theorem for the general public.

Surely, if I believe an animal to be a cat and observe her barking, my belief should be updated--Bayes' theorem tells us how.

He notes the details, returns to his own time and teaches the theorem to a student, who then writes it up for Scientific American.

So, there's one place in real life where Green's theorem used to be extremely useful.

OK, so let's try to prove this theorem, at least this part of the theorem We're not going to prove that just yet.

By the age of 20, Sir Isaac Newton found a general binomial theorem which lead to the later development of calculus.

As its applications , we obtained a construction theorem about a simplex and a geometric inequality about middle sections of a simplex.

For Dr Perelman, transforming a conjecture into a theorem appears to have been prize enough.

It is true, and the proof comes as an application of a fixed point theorem which I discussed a year ago.

Therefore, this article the definition of the system is not just limited to the Coase Theorem and the North against the system definition.

No matter look not to see a process, ultimate goal has only: Remember formula and theorem.

An equivalent proposition of saddle point and a saddle point theorem in the sense of strict efficiency are given.

The classical displacement expansion theorem and the modal aggregation principle are discussed at the beginning of the paper.

It is not accidental that Coase Theorem did not bring about a complete change to the basic structure of neoclassical microeconomics.

The posterior probability can also be expressed in terms of class-conditional density function and prior probability by the Bayes theorem.

By the method of adiabatic theorem, this paper studies the semiclassical quantization of a chaotic state for a coupled system.

As one of applications, the Jordan decomposition theorem of a properly defined signed vector-valued measure is obtained, and the signed .

This result is often called the integrality theorem.

"Hi, I've read the paper about his new theorem, " I said, too fast. "Is John Durant available? "

But for that, I needed to be able to find a surface which to apply Stokes theorem.

Therefore, to understand the Coase's ideology and its social impact, we have from the "Coase Theorem" of manpower.

The existence of the optimal control for the system is demonstrated via compactness theorem and prior estimates.

The convention in the divergence theorem is that we orient the surface with a normal vector pointing always outwards.

This section is devoted to the proof of a reciprocal theorem between a pair of elastodynamic states.

By means of Lyapunov stability theorem, it is proved that the dynamics of the synchronization error is globally and asymptotically stable.

The proof which is due to Glazer, is at least as beautiful as the theorem and it is considerably more surprising.

And the sort of culture I want to promote is one that is broad enough to encompass more than just a book or a theorem.

Theorem of equipartition of energy, internal energy of ideal gas. Maxwell distribution law of velocity, Boltzmann distribution law .

Pascal's Theorem : The points of intersection of the pairs of opposite sides of a hexagon inscribed in a conic are collinear .

The obtained new theorem is applied to obtain an abstract variational inequality, a KKM type theorem and a fixed point theorem.

Simply put, the "monkeys and typewriters" theorem is one of the best ways to illustrate the nature of infinity.

The impulse object applied by resultant force is equal to the change of object's momentum, this rule is called theorem of momentum.

A strong limit theorem for the weighted sum of discrete random sequences is gotten by the method of net differentiability .

Finally, the condition and result of integral mean-value theorem are also improved combined with the lagrange mean va. . .

At last, in the finite space, a strong convergence theorem with a weaker condition was gotten.

Well, if you remember how we prove Green's theorem a while ago, the answer is we're going to do it exactly the same way.

The process in which we make any trial variation function satisfy the varial theorem is called scaling.

Vertical positional errors are corrected using a filter employing a special case of the so-called Generalised Sampling Theorem.

Since the wavelets possess symmetry and interpolation, the sampling theorem on approximation subspace is established easily.

the assignment was to make a construction that could be used in proving the Pythagorean theorem.

Results that sprung readily from a theorem is called by the Greeks corollaries or porisms.

The optimal set of discriminant vectors can be acquired through singular value decomposition theorem.

Four theorems about continuous function on an closed interval are proved by a interval sequence theorem in mathematical analysis.

In mathematics, once the proof of a theorem is published, there is no need for any authority to certify that the theorem is true.

When stiffness of ring is calculated by using Castigliano theorem, the ring is simplified to be a circular ring with constant cross section.

And now there is a theorem which I will not prove, but it's very easy to prove, and that is called the parallel axis theorem.

Then it is proved that the system can be decoupled by the theorem in non-linear decoupling control system.

Monge Theorem : Given three circles, and construct common tangents of two circles mutually. Then three points lies in a straight line.

The fact that we always end up with two portfolios when investors care about two characteristics is the portfolio separation theorem.

Theorem of plane stress-optical was used to calculate the optical path difference of each point.

The crux of this distinction between the "Coase Theorem" interpretation of the first and second category.

Although less automatic, efficient usage of a theorem prover can handle much larger designs than model checkers and requires less memory.

The intermediate value theorem is proved from another point of view, for the sake of enlightening creative thought of students.

He had also proven the black hole area theorem, namely increases the black hole along with the time the area not to reduce.

And, if I look carefully at the orientation convention, Stokes I have to take the normal vector pointing up again.

A member of the Herbrand base is called atom in automatic theorem proving .

This one here, the divergence theorem, tells you something similar but now for a region of space bounded by a closed surface.

We may take it for granted now that in substance, seriousness, significance, the advantage of the real mathematical theorem is overwhelming.

First-order theorem proving is one of the most mature subfields of automated theorem proving.

So, actually, that's kind of a not so obvious theorem to prove, but maybe intuitively, start by finding any surface.

Finally we illustrate the geometric significance of the theorem through a concrete example.

An extension form of Liouville's theorem about analytic functions for general harmonic functions is proved.

Joint Probability, Conditional Probability, Prior & Posterior Probabilities, Bayes Theorem.

The interesting and fortuitous thing is that this theorem itself can be proven!

As well as Pythagoras theorem and Fermat's last theorem summarizes the total.

The result of the theorem provides a principle of how to select the power of the realized multi power variation.

As a basic theorem of "property rights economics" and "law and economics" , coase theorem possesses strong explanatory capacity .

The prime number theorem of Gauss and Legendre approximates the number of primes less than x.

The ideas underlying Pythagoras's theorem and its generalization are quite deep, but no mathematicians now would find them difficult.

Theorem of choosing teeth is one of basic rules of designing screw steel ball moving teeth driver.

In fact the existence of a capacity-related reliability problem invalidates the theorem.

A theorem giving the expansion of a binomial raised to a given power .

In a scholarly paper published in 2000, Li proposed the theorem be applied to credit risks, encompassing everything from bonds to mortgages.

This article also gives the applications of this theorem in the fields of integral, approximate computation and inequality.

So, I'm going to say a couple of words about surface independence in Stokes theorem.

Pythagoras is best known for the theorem that bears his name, but it was discovered much earlier in Mesopotamia.

In mathematics, Newton established "the Newton binomial theorem" , and nearly simultaneously established the calculus study with Leibniz.

With the help of Newton formula and Vieta theorem, iterative method was used to solve problems of power sum.

As a significant subject in theorem moral education theory value view education to adolescent age is lacking of systematic study .

Conductor in static electric field, dielectric polarization , electric displacement vector and Gauss theorem in dielectric medium .

The authors show that the Lies Theorem holds for Lie color algebras with a torsion- free abelian group G.

The correlative theorem was proved. An interval algorithm was established by the region bisection method and region deletion testing rules.

The sensation of working on a theorem, he says, can be like being "a hunter and gatherer of mathematical concepts. "

Let us consider the implication of the electrostatic theorem for chemical bonding in diatomic molecules.

But now it has also helped prove a new mathematical theorem as well.

On account of the fixed parameter, the control of the advancing fixedpoint theorem is also very limited.

is the first direct test of the equipartition theorem for Brownian particles, one of the basic tenets of statistical mechanics.

if you are a first year law student , the coase theorem is a very powerful analytic tool for understanding the economics of tort law.

As corollaries, a limit theorem for the mth-order nonhomogeneous Markov chains is obtained. Moreover. The results obtained are generalized.

Green's theorem and applications, triple integrals, line and surface integrals in space, Divergence theorem, Stokes' theorem; applications.

A simpler, but related problem is proof verification, where an existing proof for a theorem is certified valid.

By adopting the momentum conservation theorem, perforation of truncated oval-nosed projectile into stiffened plates was investigated.

The aim of our research is actually to show the fair price of the option in the risk neutral probability measure with Girsanov theorem.

The cooperation dilemma of collective action embodies in the prisoner's dilemma, tragedy of the commons and Arrow's Impossibility Theorem.

Depending on the underlying logic, the problem of deciding the validity of a theorem varies from trivial to impossible.

puts forward the genetic-evolutionary theorem of metal materials, genetic evolutionary-genetic mutable principle of metal materials.

This thesis has proven the upper bound property of singular value and robust stability theorem, and analyzes the conservatism influences.

through the analysis to the substance of running equations of networks , the evolutive theorem of neural networks was proved.

Gauss theorem in magnetic field and Ampere cycle theorem, Ampere law, action of magnetic field to current line, cycle and charge in which.

Feedback in Linear Networks. Eigenmode Analysis, Amplification and Attenuation, Gain-bandwidth Theorem.

Cryptanalysis of a group signature scheme based on Chinese remainder theorem shows that it exists security flaws.

this paper use the five-color theorem , obtained the face chromatic number of plan view by solving equations.

Solution of basic question on the particle motion. The momentum theorem and the conservative law of momentum.

Some of the relationships to pop out of the theorem are startling, the most profound one linking time and energy.

A variety of magazines filled with the zero transaction costs on the discussion of the Coase Theorem.

The inverses of infinite matrix on a division ring are discussed. The decomposition theorem of infinite matrix on a division ring is proved.

As an application of Chinese remainder theorem in IS-algebras, an isomorphism theorem in IS-algebras is given.

For static potentials the self-adjointness of the Dirac operator is sufficient to solve the initial value problem by Stone's theorem.

then obtains the judgment theorem and existence theorem of the rational root of the integral coefficient polynomial.

The theorem of rank characteristics of a class of matrix polynomials and several proof methods about it is provided.

For many years, I have tried to come up with a way to explain the portfolio separation theorem that does not involve matrix calculus.

It bugs me when people try to analyze jazz as an intellectual theorem. It's not. It's feeling.

Look up words and concepts like abacus, Thales' theorem, obtuse triangle and a lot more in this special site.

The traditional logarithmic residue theorem is generalized, so a general conclusion is given to solve the calculating problem for integral.

Publishing the source code of a program is the equivalent of publishing the proof of a theorem.

Meanwhile, it has been indicated that QP calculated is inaccurate by using traditional equivalent impedance theorem.

Another thought experiment that gets a lot of play in popular culture is what is known as the "infinite monkey theorem. "

Sums of Random Variables and Limit Theorems, Law of Large Numbers, Central Limit Theorem.

Characteristic polynomial, Cayley-Hamilton theorem.

Entropy and information flows are explained; the compressibility of information and Shannon's theorem are also mentioned.

The momentum theorem and the conservative law of momentum, kinetic energy and law of kinetic energy.

Using an intuitionistic and primary method, a proof of the theorem of turning tangents of plane simple closed curves is given.

Interactive theorem provers require a human user to give hints to the system.

The principal results include stopping theorem of weak martingale and strong martingale on stopping point and strong stopping point.

It is also known as the Gauss-Green theorem or just the Gauss theorem, depending in who you talk to.

Known as the Stopler-Samuelson theorem; it is a cornerstone of modern thinking about trade.

A corresponding almost sure central limit theorem for a triangular array is proved.

This paper discusses the asymptotic rate of "mean value point " in second mean value theorem for integrals .

The theorem of system, meticulous control circuit, position measure and close-loop control strategy and data result analysis are given.

theorem 2 ( boundedness of a convergent sequence ) if the sequence is convergent , then is bounded.

Applications of Theorem 2 can be found in the anonymous Hebrew mystical work "Sefer Yetzirah" (the book of Creation).

According to the Nyquist Theorem, the sampling rate must be more than twice the maximum frequency component of the signal being measured.

Watch Theorem is that a person has a table, you can know it is a few minutes, and when he has two tables not being able to determine.

then giving strict proof of the complete covering theorem in the two-dimensional space with shut area set theorem.

To prove the theorem we shall suppose that the graph G is drawn on a sphere as described above.

And now the analog of that in space is Stokes' theorem.

Why do candidates use a strategy of ambiguity even though the Median Voter Theorem does not prescribe it?

Representation theorem reflects the basic characteristics of both-branch fuzzy sets from another side.

The Supreme Court's recent ruling on campaign spending also comes into clearer focus through the median voter theorem.

In these cases, a first-order theorem prover may fail to terminate while searching for a proof.

If N(A ) denotes the number of positive elements in A , then N(A) = min N(B) if and only if B is isomorphic to B in theorem 3.

In this paper, an improved suggestion is made of proof way and process of fundamental theorem of linear programming.

A sufficient condition of the central limit theorem is given for strongly stationary NA random variables.

Lyapunov stability theorem is applied to prove the algorithm convergence.

Of course, I made up the example in that way so that it simplifies when you use Green's theorem.

In this paper, a new proving of the mean value theorem of integral on surface is given, with some application in related cases presented.

So , the momentum and the angular momentum theorem become the main tools for investigating impact phenomena.

Theorem 20 is the basis of a rather detailed study of the structure of extremal graphs.

By choosing proper cones and using the fixed point theorem of cone expansion and compression, we prove the existence of positive solutions.

Bearing capacity analysis based on the upper bound theorem of plasticity could be numerically performed by element integration method.

Shallow to discuss the understanding and application of the meaning of "Kinetic energy theorem"

This paper analyzed the process that chemical energy change into electrical ener- gy directly according fo the thermodynamic theorem.

The Whitney graph isomorphism theorem, named after H. Whitney, gives a general condition for two graphs being isomorphic.

So, the fundamental theorem of calculus, not for line integrals, tells you if you integrate a derivative, then you get back the function.

at last, when the nonlinear element is odd for the variable, a multiplicity result for periodic solutions is obtained via Clark theorem.

Gravity mix homogenization technology was the Industrial technology based on testing and experiment under the conduct of theorem.

The schema theorem was proved for the genetic algorithm with multiple individuals crossover.

Therefore utilizing similarity theorem and combining with the vibration circumstances of vehicles traveling to make the test bed is ane.

the computer produced a completely novel proof of a well-known theorem.

Keefer replied, "I believe the central limit theorem is like a stop clock, which is right twice a day. "

Electric flux, Gauss theorem of static electric field and its application.

Pierre de Fermat had proposed the theorem in 1637, and a proof had only recently been discovered when the episode aired.

Application of Castigliano's Second Theorem on calculating Structural Deflection.

Kinetic energy and theorem of kinetic energy; law of potential energy.

The research of the real-word errors check mainly depends on some specific confusion sets and as well as Bayes theorem.

OK, so the other thing I wanted to say is, what does this theorem say physically?

This theorem states that the sum of the symmetric logic variables constitutes a level-0 kernel of the symmetric logic function.

It is to be noted that Thevenin 's theorem applies to AC as well as to DC circuits.

However, in almost all of the schoolbook, the proof of RSA is achieved by the Euler theorem of the number theory.

With the covariance matrix is known, we construct the compound D- optimal criteria and equivalence theorem.

Rolle's theorem is a special case of the mean value theorem.

In fact the theory required is known as Pythagoras' Theorem and involves the use of squares and square roots.

Lecturing the design theorem and principle about circuits of signal process and communication system.

Context: Euclid's proof of the Pythagorean Theorem made use of the previous proven theorem known as Proposition 41.

120-30. I feel thy beauty-dark night- like that of the loved woman when she has put out theorem.

The existence theorem of expected utility function was the most important conclusion in expected utility theory.

Despite these theoretical limits, practical theorem provers can solve many hard problems in these logics.

The gist of this theorem is that you can't get learning "for free" just by looking at training instances.

A theorem on the stability of impulsive control system is presented by advertising control at discrete moments.

On the Mean Value Theorem for Improper Integral and the Asymptotic Property of the "Intermediate Point"

Well, by the fundmental theorem, that should be equal to the value of the potential at the end point minus the value at the origin.

Mean Value Theorem, the two parties is the average number of export diversity.

A discussion on some characterized mapping conclusions similar to Cauchy integral theorem.

Last August, he spent one week devoted to the Ramsey's Theorem and believed he had managed to prove it.

Through the lens of Li's theorem, even the shakiest investments suddenly looked viable.

A Note about "The Existence Theorem of Complex Integrating Factor and Its Application"

The thesis also discusses the design theorem and set up the design flow graph of antenna .

This tinkering led them to apiece of ancient maths known as the Chinese remainder theorem.

The best transform period was secondly defined, and the best periodicity theorem for cat map was given.

At last, we give the simulation results when delay is constant, validate the validity of the theorem.

Based on the Lyapunov stability theorem the stable parameters may be selected and the optimality of the control law proposed is proven.

This paper mainly according to "theorem points example" mode generalization mathematical analysis in the eighteen methods solving limit.

Based Fuzzy Sets Deadline Set, Fuzzy Sets decomposition theorem to establish Fuzzy Fuzzy Sets distance.

By those results, the application of F-information camouflage and F-recovery-restore theorem are presented.

And this idea improved our understanding of the Incompleteness Theorem.

Secondly, A simplified theorem of H-value was introduced under the market index model. It showed the efficiency of the selection.

The theorem is proved using transform coding scheme in that all the codes are operative in transform domain.

Therefore, it is necessary to explain the usage condition of the theorem of uniqueness of solution of elasticity.

What Li's theorem could not do was predict what might happen in extreme economic environments, what experts call "tail dependency. "

THE median voter theorem doesn't predict that the legacy of the Obama administration will be a wash.

Discusses the dynamic theorem of mass system relative to centre of mass moving in a plane.

In addition, the application of theorem of this paper give the conclusions of all give the corresponding examples and numerical simulation.

Then, in the system were improved, and the Chinese remainder theorem in the circumstances, the advantages of improving its safety.

The theorem which allows the nonlinearity to have a minus lower bound serves to generalize and improve many known results.

Probably if you met an alien, I'm not sure if you would be discussing Green's theorem first, but just in case.

This paper introduces the proof and application of Cauchy mean-value theorem from many angles in every aspect.

The Ugly Duckling Theorem deals with discrete logical representations .

Watch theorem refers to a person with a table, they can know it is a few minutes, when he has two tables, but not sure.

By using Bayes' theorem to modify fuzzy relation formula, the quantitative relation equation was got and the decision-making step was given.

Evaluation of P is simplified if the square root terms are expanded by the binomial theorem.

Discovered the binomial theorem and mathematical calculus method.

Tthe principle of quantum superposition and quantum non-cloning theorem have been introduced.

It is theoretically possible to exclude some from the use of a poem, or a mathematical theorem, but exclusion is generally quite difficult.

and to prove several complete theorems in the two-dimensional space with the complete covering theorem.

For instance, you're never quite sure why, having just read about the Pythagorean theorem, you're now reading about Johannes Kepler.

Have students help demonstrate the proof of this theorem as seen on the video.

And then we have to add to that-- -- according to the parallel axis theorem-- m R and this distance is R, MR^2 so you get MR squared.

The proof of this theorem was communicated by Pietro Abbati to Ruffini.

But there is a subtle issue that plagues all machine learning algorithms, summarized as the "no free lunch theorem" .

Conservation of angular momentum, moment of inertia, parallel axis theorem.

Element integration method provides a general approach for slope stability analysis based on the upper bound limit theorem in plasticity.

We will give reduce demonstration for a lemma in four values theorem of meromorphic function.

A new construction theorem for orthodox semigroups with inverse transversals was given.

The theorem of mean studies a function characteristic powerful tool, it is also studies the question the important means.

Firstly, the basic theorem of mean generation function construction is analyzed.

Finally, the interval sheath theorem is used to prove the global convergence of the algorithm.

This paper will introduce the application of Weda's Theorem and Converse Theorem in analytic geometry.

This study aims at designing a new experimental article based on an existing Bernoulli theorem apparatus.

PVS is a verification system: that is, a specification language integrated with support tools and a theorem prover.

The present paper using upper and lower solutions, proves an existence theorem of almost periodic solutions for integrodifferential systems.

Some properties and the representation theorem of implicative closure systems are given.

This leads us to another contribution of Leonhard Euler to graph theory , namely Euler's polyhedron theorem or simply Euler's formula .

The separating axis theorem is simplified to accelerate the OBB tree "s continuous overlap. "

additionally it analysis Both-sides' interaction under Anti-Secession law by Min-max Theorem.

Besides, the stability of the equilibrium points with no time delay is researched by using the theorem of center manifold.

We now state the idea of the previous paragraph as a theorem.

Furthermore, we give the examples to verify the feasibility of the theorem.

This paper obtains a new oscillation theorem of high-order differential equation with damping.

The structure method of auxiliary function is very important in solving questions about middle value theorem in differential calculus.

It includes lull theorem, Lagrange theorem and cauchy theorem, Taylor theorem.

Without automated theorem prover, programmers have to generate all proofs by hand, which is a huge workload.

Some important lemmas and global convergence theorem for the new method are given and proved as follows.

We are looking for differences of generality between one mathematical theorem and another, and in Whitehead's sense all are equally general.

People begin to think we can find solution method of regional environmental problem by studying ecological law and nature theorem.

Well, if we know that it's a gradient field, that we've seen that we get these properties out of the fundamental theorem.

B- subpseudoconvex set- valued map is defined , and its alternative theorem is given.

Iterative sequence limit was obtained by two methods applying fixed point theorem.