Some Familial and Social Factors in Depressive Illness

1966 ◽  
Vol 112 (486) ◽  
pp. 429-441 ◽  
Author(s):  
Alistair Munro

This article presents the results of a study in which a number of social, familial and demographic aspects of primary depressive illness were examined under carefully-controlled conditions. The following factors are particularly considered: 1.The size of the sibship in the depressive's family of upbringing;2.the ordinal position of the depressive in that sibship;3.the depressive's position in the sibship relative to the other sibs;4.the age of the parents at the time of the depressive individual's birth;5.the presence of a family history of severe mental illness;6.celibacy and marriage in depressive individuals;7.the fertility of depressives;8.the social class distribution of depressive illness.

Author(s):  
Caitlin Vitosky Clarke ◽  
Brynn C Adamson

This paper offers new insights into the promotion of the Exercise is Medicine (EIM) framework for mental illness and chronic disease. Utilising the Syndemics Framework, which posits mental health conditions as corollaries of social conditions, we argue that medicalized exercise promotion paradigms both ignore the social conditions that can contribute to mental illness and can contribute to mental illness via discrimination and worsening self-concept based on disability. We first address the ways in which the current EIM framework may be too narrow in scope in considering the impact of social factors as determinants of health. We then consider how this narrow scope in combination with the emphasis on independence and individual prescriptions may serve to reinforce stigma and shame associated with both chronic disease and mental illness. We draw on examples from two distinct research projects, one on exercise interventions for depression and one on exercise interventions for multiple sclerosis (MS), in order to consider ways to improve the approach to exercise promotion for these and other, related populations.


1969 ◽  
Vol 73 (700) ◽  
pp. 255-270
Author(s):  
H. Caplan

The purpose of this prologue is to outline how I have approached the arrogant and impossible task of surveying an unborn century of law. I may also be able to illustrate that the nature and quality of the task is completely different from that attempted in the preceding papers. In the whole paper I have done little more than infer repeatedly, in different ways (a) that the shape of the future so far as law is concerned will be determined by the methods of communication adopted between sectors of the aerospace community and between the aerospace community and society at large, and (b) that the search for effective methods of communication is urgent. But my target is not the lawyers of our community—who I am not qualified to advise. I write for the other members of the Royal Aeronautical Society and I return to the task of persuading them that they have a role to play in evolving future laws for aerospace activities.


2016 ◽  
Vol 16 (1) ◽  
pp. 40-59 ◽  
Author(s):  
Claudio Maccone

AbstractIn two recent papers (Maccone 2013, 2014) as well as in the book (Maccone 2012), this author described the Evolution of life on Earth over the last 3.5 billion years as a lognormal stochastic process in the increasing number of living Species. In (Maccone 2012, 2013), the process used was ‘Geometric Brownian Motion’ (GBM), largely used in Financial Mathematics (Black-Sholes models). The GBM mean value, also called ‘the trend’, always is an exponential in time and this fact corresponds to the so-called ‘Malthusian growth’ typical of population genetics. In (Maccone 2014), the author made an important generalization of his theory by extending it to lognormal stochastic processes having an arbitrary trend mL(t), rather than just a simple exponential trend as the GBM have.The author named ‘Evo-SETI’ (Evolution and SETI) his theory inasmuch as it may be used not only to describe the full evolution of life on Earth from RNA to modern human societies, but also the possible evolution of life on exoplanets, thus leading to SETI, the current Search for ExtraTerrestrial Intelligence. In the Evo-SETI Theory, the life of a living being (let it be a cell or an animal or a human or a Civilization of humans or even an ET Civilization) is represented by a b-lognormal, i.e. a lognormal probability density function starting at a precise instant b (‘birth’) then increasing up to a peak-time p, then decreasing to a senility-time s (the descending inflexion point) and then continuing as a straight line down to the death-time d (‘finite b-lognormal’).(1)Having so said, the present paper describes the further mathematical advances made by this author in 2014–2015, and is divided in two halves: Part One, devoted to new mathematical results about the History of Civilizations as b-lognormals, and(2)Part Two, about the applications of the Evo-SETI Theory to the Molecular Clock, well known to evolutionary geneticists since 50 years: the idea is that our EvoEntropy grows linearly in time just as the molecular clock. (a)Summarizing the new results contained in this paper: In Part One, we start from the History Formulae already given in (Maccone 2012, 2013) and improve them by showing that it is possible to determine the b-lognormal not only by assigning its birth, senility and death, but rather by assigning birth, peak and death (BPD Theorem: no assigned senility). This is precisely what usually happens in History, when the life of a VIP is summarized by giving birth time, death time, and the date of the peak of activity in between them, from which the senility may then be calculated (approximately only, not exactly). One might even conceive a b-scalene (triangle) probability density just centred on these three points (b, p, d) and we derive the relevant equations. As for the uniform distribution between birth and death only, that is clearly the minimal description of someone's life, we compare it with both the b-lognormal and the b-scalene by comparing the Shannon Entropy of each, which is the measure of how much information each of them conveys. Finally we prove that the Central Limit Theorem (CLT) of Statistics becomes a new ‘E-Pluribus-Unum’ Theorem of the Evo-SETI Theory, giving formulae by which it is possible to find the b-lognormal of the History of a Civilization C if the lives of its Citizens Ci are known, even if only in the form of birth and death for the vast majority of the Citizens.(b)In Part Two, we firstly prove the crucial Peak-Locus Theorem for any given trend mL(t) and not just for the GBM exponential. Then we show that the resulting Evo-Entropy grows exactly linearly in time if the trend is the exponential GMB trend.(c)In addition, three Appendixes (online) with all the relevant mathematical proofs are attached to this paper. They are written in the Maxima language, and Maxima is a symbolic manipulator that may be downloaded for free from the web.In conclusion, this paper further increases the huge mathematical spectrum of applications of the Evo-SETI Theory to prepare Humans for the first Contact with an Extra-Terrestrial Civilization.


2019 ◽  
Author(s):  
Fadime ERSOY DURSUN ◽  
Gözde YESIL ◽  
Hasan DURSUN ◽  
Gülşah SASAK

Abstract Background: Atypical hemolytic uremic syndrome is a condition characterized by thrombocytopenia, microangiopathic hemolytic anemia, and acute kidney injury, which can exhibit a poor prognosis. Gene mutations play a key role in this disease, which may be sporadic or familial. Methods: We studied, 13 people from the same family were investigated retrospectively for gene mutations of familial atypical hemolytic uremic syndrome after a patient presented to our emergency clinic with atypical hemolytic uremic syndrome and reported a family history of chronic renal failure. Results: The pS1191L mutation in the complement factor H gene was heterozygous in 6 people from the family of the patient with atypical hemolytic uremic syndrome. One of these people was our patient with acute renal failure and the other two are followed up by the Nephrology Clinic due to chronic renal failure. The other 3 persons showed no evidence of renal failure. The index case had a history of 6 sibling deaths; two of them died of chronic renal failure. Plasmapheresis and fresh frozen plasma treatment was given to our patient. When patient showed no response to this treatment, eculizumab therapy was started. Conclusions: The study demonstrated that a thorough family history should be taken in patients with atypical hemolytic uremic syndrome. These patients may have familial type of the disease and they should be screened genetically. Eculizumab should be the first choice in the treatment with plasmapheresis. It should be kept in mind that the use of eculizumab as prophylaxis in post-transplant therapy is extremely important for prevention of rejection.


Blood ◽  
2020 ◽  
Vol 136 (Supplement 1) ◽  
pp. 12-13
Author(s):  
Yang Zhang ◽  
Fang Wang ◽  
Xue Chen ◽  
Hong Liu ◽  
Xiaoliang Wang ◽  
...  

DDX41 is thought to be a tumor suppressor gene involved in pre-mRNA splicing, innate immunity and rRNA processing. Myeloid neoplasms with germline DDX41 mutations have been included as a new diagnostic category in the 2016 WHO classification. However, there are limited studies describing the mutation profile of myeloid neoplasms and acute leukemias associated with DDX41 mutation. We analyzed the prevalence and characteristics of DDX41 mutations in an unselected cohort of 1764 patients with myeloid neoplasms and acute leukemias, including 720 subjects with AML, 91 with MDS, 41 with MPN, 16 with MDS/MPN, 760 with ALL, and 42 with MPAL. Next-generation sequencing was performed on 86 genes closely related to hematologic neoplasms. The fingernail specimens or blood samples in remission were taken as control samples to verify the mutation from possible germline sources. We identified 21 different DDX41 mutations in 16 unrelated patients (6 MDS/AML, 1 CMML, 9 ALL) that were classified as causal (n=17) and uncertain significance (n=4) variants. The acquisition of a somatic DDX41 mutation was also considered as a very strong criterion for causality, the uncertain significance variants were excluded. Nine causal variants have not been reported. 53% of variants were located on the DEAD domain and 24% on the Helicase C domain, the rest were located upstream of the DEAD domain. Ten variants were germline that the majority (80%) were located upstream of the Helicase C domain, 7 variants were somatic and were scattered. In 6 patients with MDS/AML and DDX41 mutations, the median age was 49 years (range, 28-78y) and 57% were male. None of the patients had del 5/5q. Five (83%) patients had personal history of cytopenia prior to MDS/AML diagnosis, while only one patient had a family history of anemia and one patient's aunt died of leukemia. Four (67%) patients harbor DDX41 germline/somatic biallelic mutation, two with typical biallelic mutation (N-terminal germline nonsense and C-terminal somatic missense), the other two with atypical biallelic mutation (N-terminal germline missense and C-terminal somatic missense). The average age of patients with DDX41 atypical biallelic mutation (48y) seems lower than that with typical biallelic mutation (74y). The rest two patients harbor single germline mutations and one of them concomitant with SF3B1 mutation, which is a component of spliceosome complex also involving in mRNA splicing. DDX41 mutations were identified in 7 patients with B-ALL and one with T-ALL. The median age was 9 years (range, 4-2 y) and 56% were male. None of the patients had a family history of hematological malignancy and del 5/5q. Unlike in myeloid neoplasms, no DDX41 biallelic mutations were identified that 5 patients had single somatic mutation (3 missenses, 1 nonsense) and 4 had single germline mutation (all are missenses). Among MDS/AML patients with DDX41 biallelic mutation, only one received treatment who relapsed after HSCT and received second HSCT, the time of overall survival (OS) was 74 months, the other 3 quite after diagnosed. In patients with MDS/AML and DDX41 single germline mutation, one received 4 courses of treatment with decitabine and half-dose CAG regimen, then transformed to AML and abandoned, the other one received 10 courses of chemotherapy and showed continuous no remission. The time of OS was 17 and 31 months, respectively. Among ALL patients with DDX41 single somatic mutation, 80% (4/5) received HSCT, 80% (4/5) were in complete remission (CR), one died of post-transplant infection, the median OS was 25 months. Among ALL patients with DDX41 single germline mutation, all the three patients received HSCT and were in CR, the median OS was 37 months. The genotype-phenotype correlations regarding germline DDX41 mutations should be clarified more specifically, the most prevalent loss of function mutations, predisposes to myeloid disease at the same age as sporadic disease, whereas point mutations in the DEAD domain (this study) or helicase C domain (previous report) were speculated to cause earlier onset disease. Moreover, this study reported for the first time that DDX41 mutations have also been found in ALL, which expanded its phenotypic spectrum. The characteristics of DDX41 mutation in ALL are different from myeloid neoplasm, the age of onset is young, and no germline/somatic biallelic mutation have been observed, suggesting that it might be involved in different pathogenesis mechanisms. Disclosures No relevant conflicts of interest to declare.


2011 ◽  
Vol 26 (S2) ◽  
pp. 2065-2065
Author(s):  
J. Cutting

The presentation will cover 3 aspects of reality: 1)Reality as resistance;2)Reality as actuality;3)Reality as correct insight.A brief consideration of the nature of these in normals will be given. A descriptive account of the psychopathology of each aspect will be then discussed, with particular emphasis on: a)undue resistance in depressive illness;b)qualitative differences in actuality, i.e experience of external world and body in schizophrenia;c)so-called “depressive realism” as a more correct insight into ones owen actions than is possessed in normals.


Author(s):  
Samuel Teague ◽  
Peter Robinson

This chapter reflects on the importance of the historical narrative of mental illness, arguing that Western countries have sought new ways to confine the mentally ill in the post-asylum era, namely through the effects of stigma and medicalization. The walls are invisible, when once they were physical. The chapter outlines how health and illness can be understood as socially constructed illustrating how mental health has been constructed uniquely across cultures and over time. To understand this process more fully, it is necessary to consider the history of madness, a story of numerous social flashpoints. The trajectories of two primary mental health narratives are charted in this chapter. The authors argue that these narratives have played, and continue to play, an important role in the social construction of mental illness. These narratives are “confinement” and “individual responsibility.” Drawing on the work of Michel Foucault and Roy Porter, the authors describe how Western culture has come to consider the mentally ill as a distinct, abnormal other.


1968 ◽  
Vol 5 (02) ◽  
pp. 314-333
Author(s):  
Edward Pollak

Summary Generations are assumed to be non-overlapping. We consider a haploid population divided into K parts, each of which contain N adults in any generation. These are obtained by a random sampling of the offspring of the previous generation. We assume that the probability of an adult offspring of an individual in one subpopulation being in some other subpopulation is the same small positive number, no matter what two subpopulations are considered. If the population initially has individuals of two types, A and a, it is of interest to study approximations, if n is large, to (1) the rate at which A or a is lost between generations n-1 and n, (2) the probability that A and a are still present in generation n, (3) the joint distribution of frequencies of A in the subpopulations. A solution is given for the first problem. It is found that if the mean number of migrants per generation from one subpopulation to another is at least as large as 1, the population behaves almost as if it were not subdivided. But if this number is considerably less that 1, then the rate at which one or the other gene is lost is slower than in an undivided population. The other two problems are discussed for K = 2.


1968 ◽  
Vol 5 (2) ◽  
pp. 314-333 ◽  
Author(s):  
Edward Pollak

SummaryGenerations are assumed to be non-overlapping. We consider a haploid population divided into K parts, each of which contain N adults in any generation. These are obtained by a random sampling of the offspring of the previous generation. We assume that the probability of an adult offspring of an individual in one subpopulation being in some other subpopulation is the same small positive number, no matter what two subpopulations are considered.If the population initially has individuals of two types, A and a, it is of interest to study approximations, if n is large, to (1)the rate at which A or a is lost between generations n-1 and n,(2)the probability that A and a are still present in generation n,(3)the joint distribution of frequencies of A in the subpopulations.A solution is given for the first problem. It is found that if the mean number of migrants per generation from one subpopulation to another is at least as large as 1, the population behaves almost as if it were not subdivided. But if this number is considerably less that 1, then the rate at which one or the other gene is lost is slower than in an undivided population. The other two problems are discussed for K = 2.


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