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)
A sample of colorectal carcinoma is obtained by laser microdissection from a histological preparation of gut epithelium.
Our research is focused on biology, physiology and pathophysiology of the intestine and cellular and molecular mechanisms of corticosteroid regulations. To achieve the aims, our group utilizes wide range of experimental approaches including biochemical analysis (i.e. determination of enzyme activities), genomic and proteomic techniques, microanatomy (laser microdissection) and electrophysiologic techniques (voltage clamp). To elucidate the mechanisms operating under normal and pathological conditions we use specific rat strains with weak and strong HPA axis activity (Fisher 344 and Lewis rats), germ-free animals and animal models of colitis, arthritis and colitis-associated colorectal cancer. Ongoing research topics in our group focus on the elucidation of:
- Effect of psychosocial stress on HPA axis regulation
- Effect of inflammation on local metabolism of glucocorticoids in neuroendocrine regulatory pathways and secondary lymphoid organs
- Role of internal time-keeping system in pathogenesis of colorectal cancer associated with inflammatory bowel disease
- Effect of gut microbiota on neuroendocrine regulatory pathways during stress
- Regulation of intestinal transport
Projects
Stress, a widespread condition of modern society, activates the hypothalamus-pituitary-adrenal (HPA) axis, which results in upregulation of plasma level of glucocorticoid hormones (cortisol in human, corticosterone in rats and mice). The activity of HPA axis is regulated by a variety of negative feedback mechanisms including self-regulation by its end products cortisol and corticosterone, whose local concentration is modulated by the enzyme 11β-hydroxysteroid dehydrogenase type 1 (11HSD1). This enzyme elevates local (intracellular) concentration of biologically active form of glucocorticoid hormone due to reduction of biologically inactive corticosteroid derivatives presented in blood plasma. Our aim in this project is to explore the potential role of 11HSD1 in regulation of HPA axis in stressed rat.
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The functions of the gastrointestinal tract are controlled by a variety of regulatory networks including hormone, neural and immune signaling. These regulatory networks are essential for complex coordination of events that integrate barrier functions, digestion and transport with alterations in motility and the flow of blood and lymph in response to the daily fasting-feeding cycle and to the other physiological and pathophysiological conditions. The aim of this project is to analyze the changes of intestinal transport functions under normal and pathological conditions.
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There is growing evidence that gut microbiota have a modulatory effect on behavioral, neurochemical and immunological responses, especially on postnatal development of stress response and stress-related psychiatric disorders, often comorbid with a variety of other illnesses including diseases of the gastrointestinal tract. The purpose of this project is to clarify mechanisms of action involved in the effects of gut microbiota on brain neurochemistry, behavior and activation of the hypothalamus-pituitary-adrenal axis.
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Epidemiologic studies demonstrate that disturbed circadian rhythms, often observed in time-shift workers, are significantly associated with a higher cancer risk. The aim of this project is to identify the relationship between disruption of the internal time keeping system and cancer. These studies are of importance not only for understanding the ethiology of the disease but they are also of great significance for precaution of cancer and probably also for the effectiveness of cancer therapy (chronotherapy).
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Glucocorticoids exert anti-inflammatory and immunomodulatory effects that may be regulated in part by the activities of the glucocorticoid-activating and -inactivating enzymes, 11β-hydroxysteroid dehydrogenase type 1 (11HSD1) and type 2 (11HSD2), respectively. Exposure to proinflammatory stimuli such as TNF-α and IL-1β increases 11HSD1 in some cells, while inducing a decrease of 11HSD2 in others. These findings indicate that changes in 11HSD activity induced by proinflammatory cytokines might contribute to the feedback regulation of inflammation. The aim of the project is therefore to improve our understanding of the role of 11HSDs in inflammation.
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Publications
Soták; M. - Casselbrant; A. - Rath; E. - Zietek; T. - Strömstedt; M. - Adingupu; D. D. - Karlsson; D. - Fredin; M. F. - Ergang; Peter - Pácha; Jiří - Batorsky; A. - Alpers; Ch. E. - Börgeson; E. - Hansen; P. B. L. - Ericsson; A. - Granqvist; A. B. - Wallenius; V. - Fändriks; L. - Unwin; R. J.
Intestinal sodium/glucose cotransporter 3 expression is epithelial and downregulated in obesity
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Life Sciences. 2021; 267(Feb 15)); 118974
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IF = 6.780
[ASEP]
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doi
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Pácha; Jiří - Balounová; Kateřina - Soták; M.
Circadian regulation of transporter expression and implications for drug disposition
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Expert Opinion on Drug Metabolism & Toxicology. 2021; 17(4); 425-439
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IF = 4.936
[ASEP]
[
doi
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Krausová; Alžběta - Burešová; Petra - Sarnová; Lenka - Oyman-Eyrilmez; Gizem - Škarda; J. - Wohl; P. - Bajer; L. - Sticová; E. - Bartoňová; L. - Pácha; Jiří - Koubková; Gizela - Procházka; Jan - Sporrer; M. - Durrbeck; C. - Stehlíková; Zuzana - Vít; M. - Ziolkowska; N. - Sedláček; Radislav - Jirák; D. - Kverka; Miloslav - Wiche; G. - Fabry; B. - Kořínek; Vladimír - Gregor; Martin
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Plectin ensures intestinal epithelial integrity and protects colon against colitis
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Mucosal Immunology. 2021; 14(3); 691-702
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IF = 8.701
[ASEP]
[
doi
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Ergang; Peter - Vagnerová; Karla - Hermanová; Petra - Vodička; Martin - Jágr; M. - Šrůtková; Dagmar - Dvořáček; V. - Hudcovic; Tomáš - Pácha; Jiří
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The Gut Microbiota Affects Corticosterone Production in the Murine Small Intestine
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International Journal of Molecular Sciences. 2021; 22(8)); 4229
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IF = 6.208
[ASEP]
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doi
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Zemanová; N. - Anzenbacher; P. - Zapletalová; I. - Jourová; L. - Hermanová; Petra - Hudcovic; Tomáš - Kozáková; Hana - Vodička; Martin - Pácha; Jiří - Anzenbacherová; E.
The role of the microbiome and psychosocial stress in the expression and activity of drug metabolizing enzymes in mice
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Scientific Reports. 2020; 10(1)); 8529
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IF = 4.379
[ASEP]
[
doi
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