[PDF] Top 20 Paraconsistent Differential Calculus (Part I): First Order Paraconsistent Derivative
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Paraconsistent Differential Calculus (Part I): First Order Paraconsistent Derivative
... It is considered, therefore, that by analyzing the PAL2v-Lattice τ [6] [10] [14] the concept of Paraconsistent logical state ( ε τ ) can be correlated to the fundamental concept of st[r] ... See full document
13
Paraconsistent Differential Calculus (Part II): Second Order Paraconsistent Derivative
... The Paraconsistent Logic (PL) is a non-classical logic and its main property is to present tolerance for contradiction in its fundamentals without the invalidation of the ...denominated Paraconsistent ... See full document
10
On the convergence of a finite difference scheme for a second order differential equation containing nonlinearly a first derivative
... This note has analyzed a finite difference scheme which approximates a second order differential equation. It has been shown to be zero-stable (in the sense of Dahlquist) and convergent. The fact that this ... See full document
8
New uniqueness results for fractional differential equation with dependence on the first order derivative
... It should noted here that our main result has various new system features. First of all, BVP (1.1) is reformulated as a fixed point problem for system of integral equations. Sec- ond, a weighted norm in product ... See full document
9
Positive solutions to second-order differential equations with dependence on the first-order derivative and nonlocal boundary conditions
... In this paper, we consider the existence of positive solutions for second-order differential equations with deviating arguments and nonlocal boundary conditions. By the fixed point theorem due to Avery and Peterson, ... See full document
21
Two and Three point Implicit Second Derivative Block Methods for Solving First Order Ordinary Differential Equations
... solving first-order ...point order 5 second derivative block method derived in this paper) is the most efficient compared to 2A (2-point one-step order 5 implicit third ... See full document
14
Existence and Approximate Solutions for Nonlinear Hybrid Fractional Integrodifferential Equations
... of first order quadratic differential equations with ordinary derivative wherein only existence of the solutions is proved using classical hybrid fixed point theorem of Dhage ... See full document
11
Spectral Exterior Calculus and Its Implementation
... exterior calculus is the notion of differential forms, denoting antisymmetric tensors of arbitrary ...of differential forms is an abstraction of the measurement process, this calculus of forms ... See full document
156
Differential calculus
... the derivative of a function at a point ■ Derivative of simple algebraic functions from first principles ■ Evaluation of the derivative of a function at a point ■ Interpretation of ... See full document
38
An Introduction to Paraconsistent Integral Differential Calculus: With Application Examples
... through Paraconsistent Logical Model will be made based on the Derivative process that uses the incremental rate, or Newton’s ...of Paraconsistent Newton’s quotient: ... See full document
14
Undulatory Theory with Paraconsistent Logic (Part II): Schrödinger Equation and Probability Representation
... This paper assumes that it is possible to model phenomena occurring in classical quantum mechanics experiments through a non-classical logic, whose main foundation is its tolerance to contradiction. To this end, we used ... See full document
34
Undulatory Theory with Paraconsistent Logic (Part I): Quantum Logical Model with Two Wave Functions
... Type I and Type II Interference phenomena, there will be con- centrated oscillation energy ...Type I and Type II Interferences, accounting now the contradiction degree: ... See full document
38
The First Order Functional Differential Equation
... a differential equation, a fixed point theorem is used to prove the existence of solutions for equivalent operator equation which implies the existence results for the functional differential ... See full document
10
Method Development and Validation of Newer Analytical Techniques.
... In order to ensure the reliability and suitability of the proposed method, recovery studies were carried out. It was done by mixing known quantity of standard drug with formulation sample and the content were pre ... See full document
361
A Real-time and Non-Intrusive Analyzer for Anomalous Behavior of Computer Networks with Paraconsistent Logic
... The first attribute (trafficked data) is measured in bytes and corresponds to the volume of information that was requested by a given network device in each ... See full document
9
Analysis of Physical Systems with Paraconsistent Annotated Logic: Introducing the Paraquantum Gamma Factor γψ
... In this paper we use a non-classical logic called ParaQuantum Logic (PQL) which is based on the founda- tions of the Paraconsistent Annotated logic with annotation of two values (PAL2v). The formalizations of the ... See full document
15
Paraconsistent Annotated Logic in Analysis of Physical Systems: Introducing the Paraquantum Factor of Quantization hψ
... “Annotated Paraconsistent Logic Applied to an Expert System Dedicated for Supporting in an Electric Power Transmission Systems Re-Establishment,” IEEE Power Engineering Society—PSC 2006 Power System Conference and ... See full document
13
Identification Of Titanium (Iv) With 2-Hydroxy-1-Naphthaldehyde-P-Hydroxybenzoic Hydrozone By Applying Direct And Derivative Spectrophotometry
... 2.5. First order derivative spectrophotometry: For the above solutions, first order derivative spectra were recorded with degrees of freedom 9 in the wavelength range from ... See full document
6
DLS-Forgetter: An Implementation of the DLS Forgetting Calculus for First-Order Logic
... full first-order case. Given a set of first-order formulas, a forgetting signature and a total ordering over that signature, the aim is to eliminate these symbols in order to return a ... See full document
12
On Brazialian paraconsistent logics
... CONDITIONS FOR P ARACONSISTENCY Da Costa and Alves state in [10] that, in general, systems of paraconsistent logic must satisfy the following conditions: I from two contradictory formula[r] ... See full document
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