THE PLACE OF SURGERY IN THE MANAGEMENT OF PROLACTIN SECRETING ADENOMAS.

Introduction: Surgery has lost a lot of ground as the main therapy of most prolactinomas as it is clear from the current guidelines in most prolactin secreting adenomas, even in the setting of optic compression. However, we believe that surgery is still an important part in the treatment of this type of adenomas. This study is aimed to define what is the role of pituitary surgery in the current setup of prolactinoma management. Material and methods: In this retrospective, single-center study we analyzed 12 consecutive patients who underwent primary endoscopic transsphenoidal surgery for prolactinomas, between 2013 and 2022. Surgical indication, previous dopamine agonist (DA) treatment, remission rates, surgical complications, pituitary function and imagistic appearance are presented. Results: Of the 12 patients included, 4 had giant PRL and 8 macroadenomas, while 9 of them had previous DA treatment. The main surgical indication was pituitary apoplexy in 5 patients followed by CSF leak after DA treatment, 3 cases, and DA resistance in 3 cases. The main surgical complications were transitory diabetes insipidus in 7 cases. Normalization of prolactin levels was achieved in 2 patients. Conclusions: Surgical intervention should be strongly considered in all patients with neurologic symptoms referable to the lesion, resistance to medical therapy, other treatment failure or with complications after DA treatment. The endoscopic endonasal surgery offers good surgical outcomes with low rates of surgical complications and should remain an open option for specific cases.

Screening of Congenital Hypothyroidism in North-East Romania. Benefits and Messages for Further Improvement.

BACKGROUND: If not diagnosed at birth, congenital hypothyroidism (CH) can cause deleterious, irreversible neurodevelopmental sequels. The importance of thyroid newborn screening (NBS) is therefore well established. OBJECTIVE: To evaluate the efficacy of NBS for CH in North-East Romania. METHODS: Retrospective, descriptive study involving 271662 newborns screened between 2010 and 2019 for CH and phenylketonuria in maternities from six Romanian North-Eastern counties by measuring neonatal TSH (neoTSH) in the whole blood extracted from the heel between days 3 and 5 after birth. Values found higher than a cut-off level of 10 mIU/L were followed by serum evaluation of TSH and fT4 for the confirmation of CH. Thyroid ultrasound was further performed at children found with CH. RESULTS: NeoTSH was found elevated in 417 newborns, but CH was subsequently confirmed in only 57 cases (1/4766 newborns). Mean age at the time when diagnosis was communicated was of 37.2 ± 15 days (between 9 and 157 days). Mean age when therapy was started was of 44.2 ± 17.9 days (between 13 and 160 days) with a mean delay of one week from diagnosis (between 0 and 62 days). Thyroid ultrasound revealed athyreosis in only 3 cases, atrophic thyroid gland in other 10 cases, whereas the thyroid was described as present in the remnant 44 cases. The number of first year follow-up visits greatly varied from 0 to 5, with an average of 2. CONCLUSIONS: NBS allowed rapid diagnosis of CH in North East Romania. The communication of diagnosis to families and therapy onset were however often delayed. Diagnosis and therapy onset before the age of two weeks, as well as a tighter follow-up should be assured by the healthcare system. Etiological diagnosis should be more accurate, for a better prognosis of disease severity, as well as the possibility of genetic advice in selected cases.

On the computational content of convergence proofs via Banach limits.

This paper addresses new developments in the ongoing proof mining programme, i.e. the use of tools from proof theory to extract effective quantitative information from prima facie ineffective proofs in analysis. Very recently, the current authors developed a method of extracting rates of metastability (as defined by Tao) from convergence proofs in nonlinear analysis that are based on Banach limits and so (for all that is known) rely on the axiom of choice. In this paper, we apply this method to a proof due to Shioji and Takahashi on the convergence of Halpern iterations in spaces X with a uniformly Gâteaux differentiable norm. We design a logical metatheorem guaranteeing the extractability of highly uniform rates of metastability under the stronger condition of the uniform smoothness of X. Combined with our method of eliminating Banach limits, this yields a full quantitative analysis of the proof by Shioji and Takahashi. We also give a sufficient condition for the computability of the rate of convergence of Halpern iterations.