Mathematical Proof
Mathematical Proof for the Minimized Stray Fields in Transformers Using Auxiliary Windings Based on State Equations for Evaluation of FEM Results
... new mathematical proof for optimized parameters such as connection resistance and leakage inductance of the auxiliary windings based on state ...presented mathematical proof and a comparison ...
8
Mathematical Proof and Discovery <i>Reductio ad Absurdum</i>
... rigorous mathematical demonstration, and proposes to rephrase the sixth proposition in Book I of Euclid’s Elements as a reductio argument requiring a somewhat imaginative ...of mathematical proof for ...
20
Student teachers' conceptions of mathematical proof
... of mathematical proof, the above considerations say something about the difficulties pupils have in learning what constitutes a proof and indicate some ways in which proof might be taught in a ...
12
"Mathematical Beauty and the Evolution of the Standards of Mathematical Proof"
... Further work showed that the promise of consistent visualization in classical terms offered by wave mechanics was illusory. Empirical evidence established that subatomic particles have no such properties as a determi- ...
20
Mathematical Proof of the Law of Karma
... Abstracts: The Buddhist teachings assume that all living creatures obey the Law of Karma. Till this day not only ordinary people – but even scientists still do not believe and accept this fact and this is the main reason ...
16
A Mathematical Proof: Focus during Weekdays Should Be on Supply for the Sabbath a Support for Workable Competition
... We prove that consumers having fluctuating downwardsloping linear-demand curves, Sabbath versus Weekday, with the Sabbath demand curve to the right of the Weekday demand curve, a pricing[r] ...
5
Mathematical Proof of the Breakdown of Capitalism
... existence proof of general equilibrium, which is based on subjective- behavioral axioms, is replaced by the existence proof of a final turning point, which is based on objective-structural ...
22
Binary Sequences Randomness Test Using Neural Networks
... Randomness may be tested either by theoretical analysis or by statistical tests. Both methods are equally valid in the sense that a particular defect may be detected by either method. Some defects are most easily ...
13
Bias within economic evaluations – the impact of considering the future entry of lower-cost generics on currently estimated incremental cost-effectiveness ratios of a new drug
... a mathematical proof identifying its impact on the NPRx’s ICER; and 2) applying this parameter to a previously published economic model comparing a NPRx to a generic comparator and iden- tifying what would ...
7
12 Methods of Proof
... accept. Mathematical premises often involve knowledge of definitions, conventions ...of mathematical information in a way that leads to a valid conclusion is often a challenging task to ...that ...
28
Geometry and proof
... of proof, that of explanation, is central to learners’ success in learning to ...However, mathematical proof is more structurally specific than a general ...require proof-like explanations in ...
6
The use of data-mining for the automatic formation of tactics
... Previous work can be classified into three main categories with respect to the output that the existing systems have generated. The first category involves the first generation of verbalisation systems, such as EXPOUND ...
110
Proof of Activity: Extending Bitcoins Proof of Work via Proof of Stake
... There is also a third tragedy of the commons problem, as the transaction fees are paid only to the miner who created the block, while the cost of propagating, verifying, and storing the transactions is shared by all the ...
19
Formalism
... second proof of this result in 1891 uses a device now called the method of diagonalization; this was quickly generalized to show that for any size of set, another of greater size can be shown to exist, namely the ...
25
On a Simpler, Much More General and Truly Marvellous Proof of Fermat’s Last Theorem (I)
... the proof he claimed to have ...elementary proof that does not require any advanced mathematics but ma- thematics that was available in the days of ...acclaimed proof, is at best very difficult and ...
6
A centrality measure for cycles and subgraphs II
... In a recent work we introduced a measure of importance for groups of vertices in a complex network. This centrality for groups is always between 0 and 1 and induces the eigenvector centrality over vertices. Furthermore, ...
16
Use of power law analysis to predict abuse or diversion of prescribed medications: proof of concept mathematical exploration
... This proof-of-concept study applied PLA, which was originally developed to predict catastrophic events in physical systems, for the new purpose of predicting FWA development based solely on pharmacy claims ...
8
Minkowski type inequalities involving Hardy function and symmetric functions
... According to the theory of mathematical analysis, we only need to prove that inequality holds for a stationary point c,.. To complete our proof, we need to divide it into two steps A [r] ...
17
Proof for the Beal Conjecture and a New Proof for Fermat's Last Theorem
... the proof for Fermat's Last Theorem (FLT), various incompatibilities become apparent in the problem structure, so that more than one path can lead to the final ...the proof by contradiction (“reductio ad ...
7
Language, Proof and Logic - Free Computer, Programming, Mathematics, Technical Books, Lecture Notes and Tutorials
... informal proof, you can always presuppose steps that you and your audience already know to be logically ...a proof, you can simply apply it in a single step of your informal ...
620