A cure is the end of a medical condition; the substance or procedure that ends the medical condition, such as a medication, a surgical operation, a change in lifestyle, or even a philosophical mindset that helps end a person's suffering. It may also refer to the state of being healed, or cured.
A remission is a temporary end to the medical signs and symptoms of an incurable disease.
The proportion of people with a disease that are cured by a given treatment, called the cure fraction or cure rate, is determined by comparing disease-free survival of treated people against a matched control group that never had the disease.[1]
Inherent in the idea of a cure is the permanent end to the specific instance of the disease.[2][3] When a person has the common cold, and then recovers from it, the person is said to be cured, even though the person might someday catch another cold. Conversely, a person that has successfully managed a disease, such as diabetes mellitus, so that it produces no undesirable symptoms for the moment, but without actually permanently ending it, is not cured.
Related concepts, whose meaning can differ, include response, remission and recovery.
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In complex diseases, such as cancer, researchers rely on statistical comparisons of disease-free survival (DFS) of patients against matched, healthy control groups. This logically rigorous approach essentially equates indefinite remission with cure.[4] The comparison is usually made through the Kaplan-Meier estimator approach.[5]
The simplest cure rate model was published by Berkson and Gage in 1952.[5] In this model, the survival at any given time is equal to those that are cured plus those that are not cured, but who have not yet died or, in the case of diseases that feature asymptomatic remissions, have not yet re-developed signs and symptoms of the disease. When all of the non-cured people have died or re-developed the disease, only the permanently cured members of the population will remain, and the DFS curve will be perfectly flat. The earliest point in time that the curve goes flat is the point at which all remaining disease-free survivors are declared to be permanently cured. If the curve never goes flat, then the disease is formally considered incurable (with the existing treatments).
The Berkson and Gage equation is Failed to parse (Missing texvc executable; please see math/README to configure.): S(t) = p + [(1 -p) \times S^*(t)]
where Failed to parse (Missing texvc executable; please see math/README to configure.): S(t)
is the proportion of people surviving at any given point in time, Failed to parse (Missing texvc executable; please see math/README to configure.): p is the proportion that are permanently cured, and Failed to parse (Missing texvc executable; please see math/README to configure.): S^*(t) is an exponential curve that represents the survival of the non-cured people.
Cure rate curves can be determined through an analysis of the data.[5] The analysis allows the statistician to determine the proportion of people that are permanently cured by a given treatment, and also how long after treatment it is necessary to wait before declaring an asymptomatic individual to be cured.
Several cure rate models exist, such as the expectation-maximization algorithm and Markov chain Monte Carlo model.[5] It is possible to use cure rate models to compare the efficacy of different treatments.[5] Generally, the survival curves are adjusted for the effects of normal aging on mortality, especially when diseases of older people are being studied.[6]
From the perspective of the patient, particularly one that has received a new treatment, the statistical model may be frustrating.[4] It may take many years to accumulate sufficient information to determine the point at which the DFS curve flattens (and therefore no more relapses are expected). Some diseases may be discovered to be technically incurable, but also to require treatment so infrequently as to be not materially different from a cure. Other diseases may prove to have a multiple plateaus, so that what was once hailed as a "cure" results unexpectedly in very late relapses. Consequently, patients, parents and psychologists developed the notion of psychological cure, or the moment at which the patient decides that the treatment was sufficiently likely to be a cure as to be called a cure.[4] For example, a patient may declare himself to be "cured", and to determine to live his life as if the cure were definitely confirmed, immediately after treatment.
Remission is the state of absence of disease activity in patients known to have a chronic illness that cannot be cured. It is commonly used to refer to absence of active cancer or inflammatory bowel disease when these diseases are expected to manifest again in the future. A partial remission may be defined for cancer as 50% or greater reduction in the measurable parameters of tumor growth as may be found on physical examination, radiologic study, or by biomarker levels from a blood or urine test. A complete remission is defined as complete disappearance of all such manifestations of disease. Each disease or even clinical trial can have its own definition of a partial remission.
The most common example of a complete cure is a bacterial infection treated with antibiotics.[8] In 1999, the Centers for Disease Control and Prevention and the World Health Organization established a goal to cure 85% of tuberculosis patients in Russia. They reached an 80% success rate, with 75% of the diseased cured, and 5% that had otherwise successfully finished treatment.
Pastoral care is an ancient model of emotional and spiritual support that can be found in all cultures and traditions.
Historically Christian in its origins, the pastoral-care movement has expanded to embrace many different faiths.
The Bible does not explicitly define the role of a pastor, but does associate it with teaching. Pastoral care involves shepherding the flock.
In some denominations of Christianity, the cure of souls (Latin: cura animarum), an archaic translation which is better rendered today as "care of souls" is the exercise by priests of their office. This typically embraces instruction, by sermons, admonitions and administration of sacraments, to the congregation over which they have authority from the church. In countries where the Roman Catholic Church acted as the national church, the "cure" was not only over a congregation or congregations, but over a district. The assignment of a priest to a district subdividing a diocese was a process begun in the 4th century AD. The term parish as applied to this district comes from the Greek word for district, παρоικία.
Cure (キュア Kyua) is a 1997 Japanese thriller film directed by Kiyoshi Kurosawa, starring Koji Yakusho, Masato Hagiwara, Tsuyoshi Ujiki and Anna Nakagawa.
Kenichi Takabe (Koji Yakusho) is an emotionally repressed police detective with a mentally unstable wife. Takabe investigates a series of bizarre murders. Though each victim is killed in the same way, with a large "X" carved into their neck, the perpetrator is different each time. In every case the murderers are caught close to the scene of the crime, and although they readily confess to committing the crimes, they never have a substantial motive and cannot explain what drove them to kill.
Takabe, together with a psychologist named Sakuma (Tsuyoshi Ujiki), eventually determines that one man is the common thread among the murders, as each person he comes in contact with commits a killing shortly thereafter. The man, called Mamiya (Masato Hagiwara), appears to have extreme short-term memory loss; he seems constantly confused about what day it is, where he is, and what his name is. He claims to recall nothing of his past. The investigation comes to a block as Mamiya possesses no memories of his past and constantly counters Takabe's interrogation with evasive questions regarding Takabe's identity. This drives Takabe nearly insane as he gradually loses his initial calmness. The futility of the case starts to affect Takabe's psyche as he becomes more and more volatile, exploding into violent fits of anger from time to time.
PORQUE ME DIJISTE QUE NO
CUANDO YO TE LO DIJE CREIA QUE TU QUERIAS,
PERO, NO, ERA UN IMBECIL,
Y AHORA SOY UN IMBECIL CON EL ALMA ROTA.
CREIA QUE TU ME QUERIAS,
PERO, NO, ESTAVA EQUIVOCADO
NO SE QUE PENSE PORQUE ME ENAMORASTE,
Y AHORA ESTOY DESTROZADO,
ME DIJISTE QUE NO TAN FRIA,
ME QUE DE CÓMO UNA PIEDRA,
Y AHORA SOY, COMO UNA ROCA FRIA
POR EL MAAAAARRRR, FLOTANDO SOLA!!!!
NO TE COMPRENDO, PARECIA TAN REAL,
QUE LO CREI, COMO UNA VERDAD!!!!!
TU ESTABAS EN LAS FIESTAS, MIENTRAS YO,
EN CASA, DISGUSTADO, ESPERO QUE TE LO,
PASARAS BIEN, EN LAS FIESTAS CON EEEEEEL!!!!
QUE EL TE CUIDE, COMO LO HUBIERA HECHO YOOOO,
QUE EL TE MIME COMO UN ANGEL SOÑADOR,
QUE EL TE SIRVA, NO COMO YOOO,
SOLO QUERIA, YO , TU, AMORRRRRR
ME DIJISTE QUE NO TAN FRIA,
ME QUE DE CÓMO UNA PIEDRA,
Y AHORA SOY, COMO UNA ROCA FRIA
POR EL MAAAAARRRR, FLOTANDO SOLA!!!!
NO TE COMPRENDO, PARECIA TAN REAL,
QUE LO CREI, COMO UNA VERDAD!!!
PORQUE ME DIJISTE QUE NO,
NO TE ENTIENDO,
CREIA QUE TE GUSTABA,
PERO NO, ME HIZE ILUSIONES
Y AHORA SOY UN ILUSO DE MIL CORAZONES
ME DIJISTE QUE NO TAN FRIA,
ME QUE DE CÓMO UNA PIEDRA,
Y AHORA SOY, COMO UNA ROCA FRIA
POR EL MAAAAARRRR, FLOTANDO SOLA!!!!
NO TE COMPRENDO, PARECIA TAN REAL,
QUE LO CREI, COMO UNA VERDAD!!!