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Análisis Matemático / Mathematical Analysis A Onesided Version of AlexiewiczOrlicz’s Differentiability Theorem
"... Abstract. Modifying appropriately the method of a forgotten work [1], we show that if a continuous mapping from a nonempty open subset U of a metrizable separable Baire topological vector space E to a locally convex space is directionally right differentiable on U along a comeager subset of E, then ..."
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, then it is generically Gâteaux differentiable on U. Our result implies that every metrizable separable Baire topological vector space is weak Asplund. It partially covers also the similar statements of [8, 16, 23]. Una version lateral del teorema de diferenciabilidad de AlexiewiczOrlicz Resumen. Modificando
WITH ONESIDED INFORMATION
"... Given that onesided hypothesis tests are more powerful than their twosided counterparts, model selection procedures that employ onesided information should outperform those that do not. In the frequentist area of econometrics, perhaps the most popular model selection procedures are those based on ..."
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of AIC called AICC which was found to perform well. This paper considers a onesided version of AICC, in a similar manner to Hughes and King’s (1994) Onesided AIC (OSAIC). We investigate the performance of the new criterion by means of a Monte Carlo experiment which focuses on the probability of correct
Riveros,‘Two weighted inequalities for commutators of onesided singular integrals and the onesided discrete square function
 J. Aust. Math. Soc
, 2005
"... Abstract. We prove weighted inequalities for commutators of onesided singular integrals (given by a CalderónZygmund kernel with support in (−∞, 0)) with BMO functions. We give the onesided version of the results in [C. Pérez, Sharp estimates for commutators of singular integrals via iterations ..."
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Cited by 6 (3 self)
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Abstract. We prove weighted inequalities for commutators of onesided singular integrals (given by a CalderónZygmund kernel with support in (−∞, 0)) with BMO functions. We give the onesided version of the results in [C. Pérez, Sharp estimates for commutators of singular integrals via iterations
Testing for GARCH effects: A onesided approach
 JOURNAL OF ECONOMETRICS 86 (1998) 97—127
, 1998
"... ARCH models often lie at the boundary of the parameter space under conditional homoskedasticity, which invalidates the usual � � distribution of LR and Wald tests. Although LM tests are not affected, the onesided nature of the alternative hypothesis should result in more powerful tests. We propose ..."
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Cited by 11 (3 self)
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a simple onesided version of the LM test, which is closely related to the Kuhn—Tucker multiplier test. We also present critical values for LR, Wald and onesided LM tests. The results of a Monte Carlo comparison suggest that onesided tests are indeed more powerful than their twosided counterparts.
Foliations with onesided branching
"... Abstract. We generalize the main results from [20] and [2] to taut foliations with one–sided branching. First constructed in [14], these foliations occupy an intermediate position between R–covered foliations and arbitrary taut foliations of 3–manifolds. We show that for a taut foliation F with one– ..."
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Cited by 3 (2 self)
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Abstract. We generalize the main results from [20] and [2] to taut foliations with one–sided branching. First constructed in [14], these foliations occupy an intermediate position between R–covered foliations and arbitrary taut foliations of 3–manifolds. We show that for a taut foliation F with one–sided
FOLIATIONS WITH ONE–SIDED BRANCHING VERSION 0.7
, 2001
"... Abstract. We generalize the main results from [19] and [2] to taut foliations with one–sided branching. First constructed by Meigniez in [13], these foliations occupy an intermediate position between R–covered and arbitrary taut foliations of 3–manifolds. We show that for a taut foliation F with one ..."
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Abstract. We generalize the main results from [19] and [2] to taut foliations with one–sided branching. First constructed by Meigniez in [13], these foliations occupy an intermediate position between R–covered and arbitrary taut foliations of 3–manifolds. We show that for a taut foliation F
ON SPACES ASSOCIATED WITH PRIMITIVES OF DISTRIBUTIONS IN ONESIDED HARDY SPACES
"... ABSTRACT. In this paper, we introduce the '}{~:t (w) spaces, where 0 < p::; 1, 1 < q < 00, a> 0, and for weights w belonging to the class At defined by E. Sawyer. To define these spaces, we consider a onesided version of the maximal function N:'o«F,x) defined by A. Calderon. I ..."
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Cited by 1 (1 self)
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ABSTRACT. In this paper, we introduce the '}{~:t (w) spaces, where 0 < p::; 1, 1 < q < 00, a> 0, and for weights w belonging to the class At defined by E. Sawyer. To define these spaces, we consider a onesided version of the maximal function N:'o«F,x) defined by A. Calderon
Onesided Monge TSP is NPhard
, 2006
"... The Travelling Salesman Problem (TSP) is a classical NPhard optimisation problem. There exist, however, special cases of the TSP that can be solved in polynomial time. Many of the wellknown TSP special cases have been characterized by imposing special fourpoint conditions on the underlying distan ..."
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, one can define other interesting special cases of the TSP, some of which turn out to be polynomially solvable, and some NPhard. However, the complexity status of one such relaxation, which we call onesided Monge TSP (also known as the TSP on a relaxed Supnick matrix), has remained unresolved
∫ x+h x
, 2001
"... Onesided versions of maximal functions for suitable defined distributions are considered. Weighted norm equivalences of these maximal functions for weights in the Sawyer’s A+q classes are obtained. 1. Notations and definitions Let f be a locally integrable function on R. The onesided HardyLittle ..."
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Onesided versions of maximal functions for suitable defined distributions are considered. Weighted norm equivalences of these maximal functions for weights in the Sawyer’s A+q classes are obtained. 1. Notations and definitions Let f be a locally integrable function on R. The onesided Hardy
∫ x+h x f(y)dy, and
"... Abstract Onesided versions of maximal functions for suitable defined distributions are considered. Weighted norm equivalences of these maximal functions for weights in the Sawyer’s A+q classes are obtained. 1. Notations and Definitions Let f be a locally integrable function on IR. The onesided Ha ..."
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Abstract Onesided versions of maximal functions for suitable defined distributions are considered. Weighted norm equivalences of these maximal functions for weights in the Sawyer’s A+q classes are obtained. 1. Notations and Definitions Let f be a locally integrable function on IR. The onesided
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