| Riemann Integral on Fractal Structures |
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| Market Beta is not dead: An approach from Random Matrix Theory |
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| Constructing a Linearly Ordered Topological Space from a Fractal Structure: A Probabilistic Approach |
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| A new look at financial markets efficiency from linear response theory |
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| Correction: The impact of regulation-based constraints on portfolio selection: The Spanish case |
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| Improvement in Hurst exponent estimation and its application to financial markets |
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| The impact of regulation-based constraints on portfolio selection: The Spanish case |
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| Two dimensional searching paths exhibit fractal distribution that change with food availability (Normalized Difference Infrared Index, NDII) |
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| Equivalence between distribution functions and probability measures on a lots |
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| Linear response theory in stock markets |
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| A theoretical framework for the TTA algorithm |
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| A Cooperative Dynamic Approach to Pairs Trading |
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| Volatility Co-Movement in Stock Markets |
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| Statistical Arbitrage in Emerging Markets: A Global Test of Efficiency |
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| Generating a Probability Measure from a Fractal Structure |
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| The distribution function of a probability measure on the Dedekind-MacNeille completion |
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| Testing the efficient market hypothesis in Latin American stock markets |
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| A note on power-law cross-correlated processes |
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| A New Look on Financial Markets Co-Movement through Cooperative Dynamics in Many-Body Physics |
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| Exploring Arbitrage Strategies in Corporate Social Responsibility Companies |
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| A Novel Methodology to Calculate the Probability of Volatility Clusters in Financial Series: An Application to Cryptocurrency Markets |
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| Stock markets: A view from soft matter |
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| Some Notes on the Formation of a Pair in Pairs Trading |
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| An Alternative Approach to Measure Co-Movement between Two Time Series |
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| An Alternative Approach to Measure Co-Movement between Two Time Series |
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| Memoria en series financieras: Aplicación al Pairs Trading |
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| Generating a Probability Measure on the Completion of a Fractal Structure |
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| A novel approach to detect volatility clusters in financial time series |
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| Contrast of the fractal market hypothesis in the latin american stock markets,Contraste de la hipótesis de mercados fractales en el mercado latinoamericano de valores |
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| Preface |
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| The Distribution Function of a Probability Measure on a Linearly Ordered Topological Space |
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| Extending the Fama and French model with a long term memory factor |
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| Some comments on Bitcoin market (in)efficiency |
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| Irreducible fractal structures for Moran type theorems |
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| Matemáticas y otras ciencias: Estudio de las fluctuaciones en el cambio entre el euro y el dólar |
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| Diffusive and Arrestedlike Dynamics in Currency Exchange Markets |
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| A COMPARISON OF THREE HURST EXPONENT APPROACHES TO PREDICT NASCENT BUBBLES IN S&P500 STOCKS |
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| Introducing Hurst exponent in pair trading |
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| A model for foreign exchange markets based on glassy Brownian systems |
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| Completion of a fractal structure |
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| Evaluating the performance of the skewed distributions to forecast value-at-risk in the global financial crisis |
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| A new fractal dimension for curves based on fractal structures |
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| A new topological indicator for chaos in mechanical systems |
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| Optimal sampling patterns for Zernike polynomials |
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| Project management under uncertainty beyond beta: The generalized bicubic distribution |
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| Counterexamples in theory of fractal dimension for fractal structures |
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| How to calculate the Hausdorff dimension using fractal structures |
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| Testing the self-similarity exponent to feature extraction in motor imagery based brain computer interface systems |
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| The effect of the underlying distribution in hurst exponent estimation |
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| On the construction of domains of formal balls for uniform spaces |
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| Fractal dimension for fractal structures: A Hausdorff approach revisited |
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| An accurate algorithm to calculate the Hurst exponent of self-similar processes |
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| Evaluating the performance of the skewed distributions to forecast Value at Risk in the Global Financial Crisis |
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| Measuring the self-similarity exponent in Lévy stable processes of financial time series |
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| Fractal dimension for fractal structures |
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| An alternative for robust estimation in Project Management |
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| T 0 *-compactification in the hyperspace |
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| Fractal dimension for fractal structures: A Hausdorff approach |
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| A note on geometric method-based procedures to calculate the Hurst exponent |
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| Introducing fractal dimension algorithms to calculate the Hurst exponent of financial time series |
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| A Characterization of Self-similar Symbolic Spaces |
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| Fractal dimension for fractal structures: Applications to the domain of words |
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| Some properties of bornological convergences |
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| Markowitz's model with Euclidean vector spaces |
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| The bicompletion of the Hausdorff quasi-uniformity |
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| Preface |
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| Preface |
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| Some comments on Hurst exponent and the long memory processes on capital markets |
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| Hahn-Mazurkiewicz revisited: A generalization |
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| *-compactifications of quasi-uniform spaces |
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| Theory of portfolios: New considerations on classic models and the capital market line |
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| Compactifications of fractal structures |
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| On uniformly locally compact quasi-uniform hyperspaces |
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| Retraction of a Compact Subspace onto Its Boundary |
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| A quasi-uniform characterization of Wallman type compactifications |
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| Compactifications of quasi-uniform hyperspaces |
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| Dimension, inverse limits and GF-spaces |
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| Completions and compactifications of quasi-uniform spaces |
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| A new approach to metrization |
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| Completeness in metric spaces |
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| A new metrization theorem. |
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| A new metrization theorem |
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| Hahn-Mazurkiewicz revisited: A new proof |
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| Covering axioms, directed GF-spaces and quasi-uniformities |
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| Weak completeness of the Bourbaki quasi-uniformity |
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| Directed GF-spaces |
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| Teoría de Carteras: una aproximación metodológica |
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| Unit Linked y seguros de prima única |
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| Un análisis comparativo de las teorías clásicas para la formación de carteras de inversión |
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| A characterization of non-archimedeanly quasimetrizable spaces |
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| Selección de una cartera de cultivos: El principio "Primero, la seguridad", de Roy |
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