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Child sexual abuse (CSA) is a terrible type of maltreatment that occurs in all countries and social statuses, but due to the shame and taboo that it creates, it is still riddled with myths and false beliefs that make it difficult for the population and the authorities to adequately determine its prevalence. The objective of this work was to explore what Mexican women know about CSA. The participants were Mexican women (N = 499) who filled out a questionnaire comprising ten items referring to truths and myths about CSA, indicating their degree of agreement with them on a Likert scale. The results showed that although Mexican women have quite adequate knowledge about CSA, they still hold wrong beliefs about the child's feelings toward the abuser or the child victim becoming an adult abuser. Likewise, differences were found in the myths and truths about CSA held by women under 40 and over 40 years of age. [ABSTRACT FROM AUTHOR]

This paper presents an innovative methodology for the prevention of child sexual abuse (CSA): animated cartoons. CSA is a political, social, educational, and psychological problem that affects many children according to the World Health Organization (WHO). That is why prevention becomes an essential tool for the protection of children. Children are increasingly accustomed to the use of digital media, both for learning and for entertainment. In response to this evolution on how information is transmitted and according to the tradition that cartoons have always had of transmitting values such as friendship, ecology, or solidarity, a 15-minute long video was developed. This video is an animated cartoon, presenting a story. It is composed of music, six friends, and three fantasy characters, and it was designed for children to learn resources to ask for help in case they are suffering CSA. The video is accompanied by a workbook through which both children and adults reinforce what they have learned in the cartoons and learn additional keys for their protection. Data from the first pilot studies carried out to test the effectiveness of this methodology are also presented, with promising results. [ABSTRACT FROM AUTHOR]

Bullying is a problem within the school context and with important consequences for the victim. The scientific literature has shown that emotional intelligence (EI) enhances the role of cohabitation within the school context. This systematic review aims to analyze the evidence of the role of EI in bullying. Results show greater levels of emotional perception in students involved in bullying and lower levels of emotional understanding and regulation compared to students not involved in these behaviors. In addition, gender differences in their levels of EI were found among students involved in bullying. The results reveal the importance of designing and implementing programs of EI in the school context as prevention and action against bullying. [ABSTRACT FROM AUTHOR]

The purpose of this case study is to present practical examples of interventions carried out in clinical practice using mindfulness techniques. In recent years, it has been demonstrated that mindfulness is a powerful treatment, able to produce changes at both biological and physiological levels as well as on well-being, through the reduction of the symptoms of stress, anxiety, depression and ruminative thoughts. This study is of a psychological intervention mainly focused on mindful breathing, meditation, and exercises of self-compassion in two patients (women aged 31 and 44 years) with anxious and depressive symptoms. Some of the exercises used and the results obtained are explained: reduction of anxiety, reduction of depressive symptoms, and increase of well-being. The identification data has been changed to preserve the patients' anonymity. Informed consent was obtained to publish their cases. [ABSTRACT FROM AUTHOR]

Child sexual abuse (CSA) is a terrible type of maltreatment that can have serious physical and psychological consequences for victims. These consequences include shame and are often taboo in conversation, which makes CSA very difficult to see. Therefore, multiple myths exist about CSA that can lead to misperceptions regarding issues such as its context, prevalence, and consequences. What is unknown cannot be addressed; therefore, the aim of this work was to investigate Spanish participants' knowledge about CSA as well as examine gender and educational level differences. A 10-item questionnaire comprising myths and truths about CSA was developed, taking into account existing literature. Participants (N = 1,540) had to rate their level of agreement with the statements. Some important aspects of CSA remain unclear, particularly in terms of the background of the victims (e.g., gender, educational level, CSA prevalence). Significant differences in the perception of CSA between men and women and among those with various educational levels were found: Men and people with lower levels of education held more myths about CSA. In conclusion, better knowledge about CSA is needed to get people involved in its prevention. We must consider the myths and truths about CSA when designing prevention programs and tailor educational programs to the target population. [ABSTRACT FROM AUTHOR]

In this paper, among other results, we obtain an extension of a kind of Khinchine inequality given by R. Blei, namely, the Blei--Khinchine inequality. As an application we obtain the optimal constants of the mixed Littlewood inequalities, for complex scalars. [ABSTRACT FROM AUTHOR]

We study extension theorems for Lipschitz-type operators acting on metric spaces and with values on spaces of integrable functions. Pointwise domination is not a natural feature of such spaces, and so almost everywhere inequalities and other measure-theoretic notions are introduced. We analyze Lipschitz-type inequalities in two fundamental cases. The first concerns almost everywhere pointwise inequalities, while the second considers dominations involving integrals. These Lipschitz-type inequalities provide a suitable frame to work with operators that take values on Banach function spaces. In the last part of the paper we use some interpolation procedures to extend our study to interpolated Banach function spaces. [ABSTRACT FROM AUTHOR]

Cancer is a serious disease with important consequences both physical and psychological. There exist aspects such as resilience or ability to thrive on adversity that can contribute to a better adjustment to the situation, acceptance, finding the meaning of the traumatic experience, and even benefits of it. This study aims to perform a review on what has been found within the oncological population mostly studied (breast cancer and other types of oncological diseases, pediatric, palliative care, as well as family and/or caregivers) regarding resilience. The focus is three-sided: to show the role of resilience throughout the disease and after the patients' recovery, and its importance as an aspect to be developed in the psychological treatment that the oncological patient receives. The conclusions indicate that resilience is shown to be a necessary variable for the positive cooping of cancer and recovery, both in patients and in family members. Also, it is suggested that psychological interventions with oncological patients should promote resilience. [ABSTRACT FROM AUTHOR]

We introduce and discuss several ways of extending the inner measure arisen from the closed injective hull of an ideal of linear operators to the multilinear case. In particular, we consider new measures that allow to characterize the operators that belong to a closed injective ideal of multilinear operators as those having measure equal to zero. Some interpolation formulas for these measures, and consequently interpolation results involving ideals of multilinear operators, are established. Examples and applications related to summing multilinear operators are also shown. [ABSTRACT FROM AUTHOR]

We present an extension of the Hardy-Littlewood inequality for multi-linear forms. This extension combines repetitions of indexes in the summands and perturbation of the exponent. In particular, we recover a recent result due to G. Araujo and D. Pellegrino. [ABSTRACT FROM AUTHOR]

The aim of this paper is the study of surjective ideals of homogeneous polynomials between Banach spaces. To do so we define the surjective hull of a polynomial ideal and prove the main properties of this hull procedure. For a more comprehensive theory, new lifting properties of homogeneous polynomials are proved and applied to the description of the surjective hulls of the ideals of [ABSTRACT FROM AUTHOR]

It is well known that not every summability property for multilinear operators leads to a factorization theorem. In this paper we undertake a detailed study of factorization schemes for summing linear and nonlinear operators. Our aim is to integrate under the same theory a wide family of classes of mappings for which a Pietsch type factorization theorem holds. Our construction includes the cases of absolutelyp-summing linear operators, (p, σ)-absolutely continuous linear operators, factorable stronglyp-summing multilinear operators, (p1, . . . , pn)-dominated multilinear operators and dominated (p1, . . . , pn;σ)-continuous multilinear operators. [ABSTRACT FROM PUBLISHER]

In this paper we prove coincidence results concerning spaces of absolutely summing multilinear mappings between Banach spaces. The nature of these results arises from two distinct approaches: the coincidence of two a priori different classes of summing multilinear mappings, and the summability of all multilinear mappings defined on products of Banach spaces. Optimal generalizations of known results are obtained. We also introduce and explore new techniques in the field: for example, a technique to extend coincidence results for linear, bilinear and even trilinear mappings to general multilinear ones. [ABSTRACT FROM PUBLISHER]

We prove new summability properties for multilinear operators on $$\ell _p$$ spaces. An important tool for this task is a better understanding of the interplay between almost summing and absolutely summing multilinear operators. [ABSTRACT FROM AUTHOR]

This article has two clear motivations, one technical and one practical. The technical motivation unifies in a single formulation a huge family of inequalities that have been produced separately over the last ninety years in different contexts. But we do not just join inequalities; our method also creates a family of inequalities that were invisible by previous approaches. The practical motivation is to show that our new approach has the strength to attack various problems. We provide new applications of our family of inequalities, continuing recent work by Maia, Nogueira, and Pellegrino. [ABSTRACT FROM AUTHOR]