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Advances in mathematics research. Vol. 12 /
| Clasificación: | Libro Electrónico |
|---|---|
| Otros Autores: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
New York :
Nova Science Publishers, Inc.,
Ã2012.
|
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- ADVANCES IN MATHEMATICS RESEARCH VOLUME 12 ; ADVANCES IN MATHEMATICS RESEARCH VOLUME 12 ; CONTENTS ; PREFACE ; RECENT RESEARCH ADVANCES IN PROBLEM-SOLVING; ABSTRACT ; INTRODUCTION ; PS IN MATHEMATICS EDUCATION: A REVIEW FROM POLYA UNTIL THE 1990'S ; PS, TRANSFER OF KNOWLEDGE AND SCHEMAS ; A RECENT TREND IN PS: TO FOCUS ON THE SOLVER ; FUTURE PERSPECTIVES FOR PS ; CONCLUSION; REFERENCES ; EXACT EVALUATION OF BIAS IN RASCH MODEL RESIDUALS ; ABSTRACT; 1. INTRODUCTION ; Outline of the Paper ; 2 THE RASCH MODEL ; Response Residuals ; Outfit Statistics ; Estimated Outfit Statistics.
- 3. FRAMES OF INFERENCE FOR ANALYSIS OF RESPONSE RESIDUALS The Unconditional Frame of Inference ; The Conditional Frame of Inference ; The Exact Frame of Inference; 4. EXACT EVALUATION OF BIAS ; 5. EXACT EVALUATION OF BIAS FOR KNOX CUBE TEST DATA ; 6. ACTIVITIES OF DAILY LIVING ; 7. EXACT EVALUATION OF BIAS FOR SIMULATED DATA ; 8. DISCUSSION ; REFERENCES ; A LAPLACE'S PRINCIPLE BASED APPROACH FOR SOLVING FUZZY MATRIX GAMES ; ABSTRACT ; 1. INTRODUCTION ; 2. THE SOLUTION ; 3. COMPUTATION OF THE SOLUTION ; CONCLUSION; REFERENCES ; LEARNING ALGORITHMS FOR DISCOUNTED MDPS WITH CONSTRAINTS.
- Abstract1. Introduction; 1.1. TypesofConstrainedMDPs; 1.2. SolutionMethods; 2. ReinforcementLearning; 3. SolutionMethodsforMDPS; 3.1.Q-Learning; 3.2. LinearProgramming; 4. ProblemswithConstraints; 5. MethodsforCEMDPs; 5.1. LINP:LinearProgramming; 5.2. MIXQ:AMixingApproach; 5.3. MULTIQ:UsingaMulti-dimensionalBellman-LikeEquation; 5.3.1. OnlineLearning; 6. MethodsforPCMDPs; 6.1. LinearProgrammingforPCMDPs; 6.2. PENQ:APenalty-BasedMethod; 7. ExperimentswithRandomMDPS; 7.1. CEMDPs; 7.2. PCMDPs; 8. FeedtankControl; 8.1. MappingtheProblemtoaCEMDP; 8.2. SolvingtheCEMDP; 9. Conclusion; References.
- SPLIT-QUATERNIONIC REPRESENTATION OF THE MOVING FRAME FOR TIMELIKE SURFACES IN 3-DIMENSIONAL MINKOWSKI SPACETIMEAbstract; References; VARIATIONAL APPROACH TO STABLE NUMERICAL APPROXIMATION OF OPTIMAL DIRICHLET BOUNDARY CONTROLS FOR THE WAVE EQUATION ; Abstract; 1. Introduction; 2. VariationalMethod; 3. WaveEquationwithDirichletBoundaryControl; 4. Finite-DifferenceApproximation; 5. ApplicationoftheVariationalMethod; 6. NumericalResults; 7. Conclusion; References; THE BLOWUP MECHANISM IN NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS-SCALING AND VARIATION; Abstract; 1. BlowupoftheSolution.
- 2. VariationalStructure3. ScalingInvariance; 4. MeanFieldEquations; 5. Smoluchowski-PoissonEquationinHigherDimension; References; SPECTRUM RESULTS IN GALOIS GEOMETRIES; Abstract; 1. Introduction; 2. SpectrumResultsonMaximalPartialSpreadsofPG(3,q); 2.1. Introduction; 2.2. LinesinPG(3,q); 2.3. BuildinguptheConstructionoftheMaximalPartialSpreads; 3. SpectrumResultsRelyingonaTheoremonBipartiteGraphs; 3.1. AUsefulTheoremonBipartiteGraphs; 3.2. MaximalPartialOvoidsonQ(4,q), qEven, andRelatedSpectrumRe-sults; 3.3. Step1oftheConstructionoftheMaximalPartialOvoidsonQ(4,q), qEven.