Solitary Fibrous Tumor of the Parapharyngeal Space: Report of 2 cases and a Literature Review

Solitary Fibrous Tumor of the Parapharyngeal Space: Report of 2 cases and a Literature Review | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Case Report Solitary Fibrous Tumor of the Parapharyngeal Space: Report of 2 cases and a Literature Review Francisco Laxague, Nicholas S. Murdoch Duncan, María Gracia Álvarez Jurado, and 3 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-3769143/v1 This work is licensed under a CC BY 4.0 License Status: Published Journal Publication published 02 Apr, 2024 Read the published version in Oral and Maxillofacial Surgery → Version 1 posted 8 You are reading this latest preprint version Abstract Purpose The solitary fibrous tumor (SFT) is usually described as a lesion arising from the pleura. Rarely, it has been described in the parapharyngeal space (PS). This study aims to report two cases of SFT in the PS and to perform a literature review on this topic. Methods Two patients undergoing surgical resection of a SFT in the PS were reported. A literature review on SFT of the PS was performed in order to develop a diagnostic and therapeutic algorithm. Results Two patients were analyzed. Both patients underwent surgical resection, followed by adjuvant radiotherapy, for SFT arising from the PS. The surgeries were uneventful and both patients recovered well after the procedure. No recurrences were diagnosed during the follow-up. Conclusion SFT of the PS is an infrequent entity. Surgical resection is the gold standard treatment, and adjuvant radiation should be considered in patients with risk factors for recurrence or distant metastases. Solitary fibrous tumor parapharyngeal space surgical resection adjuvant radiotherapy Figures Figure 1 Figure 2 Figure 3 Introduction Solitary fibrous tumors (SFT) are rare spindle cell neoplasms of mesenchymal origin, first described in 1931, and are generally located in the pleura [1]. However, different extrapleural locations have been described, such as the head and the neck (6% of all SFT) [1, 2]. The first report of a SFT arising in the head and neck region was in 1991, and the most commonly described locations are the orbits, paranasal sinus, salivary glands, and the oral cavity [3]. Rarely, these lesions arise from the parapharyngeal space 3 . Although these lesions are usually benign, malignant variants of these tumors exist [4]. In the great majority of cases, these lesions present as slow-growing asymptomatic masses, and the diagnosis is challenging due to their clinical similarity with other soft tissue tumors [5]. For their characterization, several imaging studies can be used, such as ultrasound, computed tomography (CT-scan), or magnetic resonance imaging (MRI) [6]. However, the definitive diagnosis is highly dependent on the immunohistochemical staining for CD34 and its microscopic features [7]. The present study aimed to describe two cases and to perform a literature review ( Table 1 ) in order to develop a diagnostic and therapeutic algorithm for solitary fibrous tumors located in the parapharyngeal space. To our knowledge, this is the first review of SFT located in the parapharyngeal space. Case 1 A 60-year-old female presented with a history 2-year history of an asymptomatic slow-growing left cervical mass associated with an elevation of the earlobe. Oropharyngeal examination revealed a slight bulge in the left parapharyngeal space. A computed tomography (CT-scan) was performed, showing a solid left pre-styloid parapharyngeal lesion measuring 5cm in height with intranodular calcifications. The lesion had an anterior and lateral relationship with the primitive carotid artery. No pathologic lymph nodes or skull base compromise were observed. A CT-scan-guided biopsy of the lesion confirmed a fibrous solitary tumor of the parapharyngeal space. An angio-magnetic resonance imaging (MRI) revealed a 5 x 3.2cm mass with lateral and anterior displacement of the external carotid artery and the pterygoid muscles, respectively (Fig. 1 A, B, C, and D ). The patient consented to undergo a surgical approach of the lesion. A left preauricular and retromandibular incision was made two-finger width below the mandibular ridge. The dissection of the anterior and posterior flaps was carried out along the mandibular ridge and the anterior border of the sternocleidomastoid muscle, respectively. The digastric muscle, primitive carotid artery, and external and internal jugular veins were identified. The hypoglossal, spinal, glossopharyngeal, and facial nerves were identified and carefully dissected from the tumor. The tumor was separated from the left parotid gland with blunt dissection, preserving the facial nerve branches. The digastric muscle and styloid process were sectioned. Finally, the tumor was freed from all the vital surrounding structures and the skull base using blunt maneuvers and a bipolar scalpel. The frozen section informed a marginal resection. The patient evolved well, with mild facial paralysis, and tolerated oral intake. The recovery was uneventful, and the patient was discharged 48 hours after the surgery. The final histopathologic report indicated a 5.5 x 4.8 x 4.4 cm high-grade fibrous solitary tumor with 5 mitoses in 10 high-power field (HPF), with no perineural or lymphovascular invasion. The case was discussed in the multidisciplinary oncologic committee of our hospital, and adjuvant radiotherapy was indicated (30 sessions of 60Gy IMRT). One year after the surgery, the patient has fully recovered from the facial paralysis and remains disease-free. Case 2 A 59-year-old male with a history of a left cervical mass, bruxism, and mild jaw discomfort of one-year duration. Physical examination showed an asymptomatic left cervical mass with no evidence of parapharyngeal space compromise during the oropharynx evaluation. A CT-scan demonstrated a 5.4 x 5.1 x 5cm parapharyngeal tumor in contact with the deep left parotid lobe. An MRI was ordered, which revealed a lesion in intimate relationship with the left pterygoid muscles and the ascending ramus of the mandible, with contrast administration enhancement. A CT-scan-guided biopsy of the lesion indicated a fibrous solitary tumor of the parapharyngeal space. Surgical treatment was recommended. A left preauricular and retromandibular incision was performed. The digastric muscle, the primitive, external, and internal carotid arteries, and the external and internal jugular veins were identified. The VII, IX, X, and XII nerves were identified and separated from the tumor. The lesion was carefully separated from the deep left parotid lobe with blunt dissection, preserving the facial nerve branches. The styloglossus and digastric muscles were divided using electrocautery, and the styloid process was sectioned. The tumor was freed from the skull base using blunt dissection and finally resected from the parapharyngeal space (Fig. 2 A, B, and C ). The frozen histopathology informed a marginal resection. The patient experienced a mild swallowing disorder and moderate facial paralysis postoperatively. The recovery was uneventful, and the patient was discharged 72 hours after the surgery, tolerating a full diet. The final histopathologic report informed a 5.5 x 4.8 x 4.4 cm high-grade fibrous solitary tumor with 5 mitoses in 10 high-power field (HPF), with no perineural or lymphovascular invasion. (Fig. 3 depicts a diagnostic and therapeutic algorithm for these tumors). Adjuvant radiotherapy was indicated, and the patient received 30 sessions of 60Gy (IMRT and IGRT). Eighteen months after the surgery, no recurrence was diagnosed during the follow-up. Discussion In this study, our aim was to describe two cases of SFT of the parapharyngeal space and to conduct a literature review in order to develop a diagnostic and therapeutic algorithm for this pathology. We found that the majority of these tumors present as slow-growing masses, and that the most commonly requested imaging study is the MRI. Surgical resection is considered the gold standard treatment. Solitary fibrous tumors of the parapharyngeal space can manifest with several symptoms, including sore throat, swallowing difficulties, trismus, voice changes, mandibular pain, palpable mass, tongue or soft palate paralysis, snoring, and headaches [1, 8, 9]. However, in the vast majority of reported cases, the main symptom is a slow-growing mass. Imaging is essential in the diagnostic algorithm for these tumors, not only for the tumor diagnosis but also for evaluating their relationship with cervical anatomical structures and surgical resection planning. Nonetheless, the differential diagnosis of these tumors is still challenging [7]. The most commonly used imaging methods are CT-scans and MRIs. Plain CT-scan findings for this entity show isodensity, well-circumscribed, and homogeneous lesions, while contrast CT-scans reveal heterogeneous lesions. On MRI imaging, they appear as hypo- to isointense lesions on T1-weighted MRIs and T2-weighted MRIs, due to the collagen quantity, and exhibit a wide variety of contrast enhancement on gadolinium-enhanced MRIs [7, 10]. Interestingly, we found that MRI was employed in all reported cases, except for two, in the diagnostic algorithm of SFTs of the parapharyngeal space. Preoperative biopsy of these lesions is not a standard and it is only reported in 5 studies, including our report [1, 7, 8, 11]. Although an accurate diagnosis is challenging, there are several immunohistochemical markers, such as CD34, CD99, Bcl-2, SMA, EMA, factor XIIIa, and vimentin, that guide a preoperative diagnosis [11]. Remarkably, preoperative fine needle aspiration (FNA) does not significantly alter the surgical strategy; therefore, several authors recommend surgical resection without undergoing this diagnostic step [1, 7, 8, 11]. The recommended treatment is surgical resection with clear margins, which is the most crucial factor for favorable oncological outcomes [10]. Depending on the tumor´s location and size, either a lateral transcervical approach or a midline mandibulotomy, with or without a paralingual extension, could be chosen for these tumors [10, 11]. Notably, all tumors under 7cm in size underwent a transcervical approach [1, 6–8, 11, 15, 16], while those measuring ≥ 7 cm underwent a transcervical approach combined with a mandibular swing [2, 12] or anterior mandible dislocation [10]. Arterial embolization of the ascending parapharyngeal artery has been described the day prior to surgery to minimize intraoperative bleeding [10]. In our cases, a transcervical approach was performed, resulting in complete resection and satisfactory margins. Although the behavior of these tumors is predominantly benign, numerous risk factors for recurrence and distant metastases have been described in 10–30% of cases, leading to the development of different risk scores to predict these adverse outcomes [13, 14]. Positive margins or the presence of a malignant component are the primary indications for postoperative radiotherapy [11, 13]. On the other hand, patients’ age, tumor size, mitotic count, and tumor necrosis are important risk factors for stratifying the risk of recurrence and distant metastases. According to the score classification (low, intermediate, and high risk), adjuvant radiation could be considered in these patients [13, 17]. We acknowledge some limitations of this study. Firstly, a small number of patients were reported. Additionally, all the analyzed studies in the literature review were retrospective case reports or case series, and their results should be interpreted cautiously. Nevertheless, to our knowledge, this represents the first review on SFT of the PS describing a diagnostic and therapeutic algorithm. Conclusion Solitary fibrous tumor of the parapharyngeal space is an infrequent entity that should be suspected in patients presenting with a slowly growing mass in the parapharyngeal area. MRI is the most commonly used imaging technique for diagnosis, and preoperative biopsy should be considered for surgical planning. Surgical resection is the gold standard treatment, and adjuvant radiation should be considered in patients with malignant characterisitics or benign lesions carrying risk factors for recurrence or distant metastases. Declarations Funding and conflict of interest: The study was self-funded. None of the authors have conflicts of interest. Conflicts of interest: The authors have no conflicts of interest to declare. Acknowledgements: None. Consent to publish: The authors affirm that human research participants provided informed consent for publication of the case reports and the images in Figure 1A, B, C, and D; and Figure 2A, B, and C. Author Contribution F.L: wrote de main manuscript text, prepared the figures and the table, and reviewed the final version of the manuscript. N.S.M.D: prepared the figures and revised the final version of the manuscript. M.G.A.J: revised the final version of the manuscript. E.R.B: revised the final version of the manuscript. N.A.M: revised the final version of the manuscript. J.M.F.V: revised the final version of the manuscript. References -Gangopadhyay K, Taibah K, Manohar MB, Kfoury H. Solitary fibrous tumor of the parapharyngeal space: a case report and review of the literature. Ear Nose Throat J. 1996 Oct;75(10):681-4. -Dwivedi G, Ranganathan Y, Bandopadhyay A, Mukherjee T. Solitary Fibrous Tumor of Parapharyngeal Space: A Rare Case Report. Indian J Otolaryngol Head Neck Surg. 2023 Jun;75(2):1152–1156. -Witkin GB, Rosai J. Solitary fibrous tumor of the upper respiratory tract. A report of six cases. Am J Pathol 1991;15:842–848. -Bowe SN, Wakely PE Jr, Ozer E. Head and neck solitary fibrous tumors: diagnostic and therapeutic challenges. Laryngoscope. 2012 Aug;122(8):1748-55. doi: 10.1002/lary.23350. -Ganly I, Patel SG, Stambuk HE, Coleman M, Ghossein R, Carlson D, Edgar M, Shah JP. Solitary fibrous tumors of the head and neck: a clinicopathologic and radiologic review. Arch Otolaryngol Head Neck Surg. 2006 May;132(5):517 − 25. -Wakisaka, N., Kondo, S., Murono, S., Minato, H., Furukawa, M., & Yoshizaki, T. (2009). A solitary fibrous tumor arising in the parapharyngeal space, with MRI and FDG-PET findings. Auris Nasus Larynx, 36(3), 367–371. -Künzel, J., Hainz, M., Ziebart, T., Pitz, S., Ihler, F., Strieth, S., & Matthias, C. (2015). Head and neck solitary fibrous tumors: a rare and challenging entity. European Archives of Oto-Rhino-Laryngology, 273(6), 1589–1598. -Al-Sinawi A, Johns AN. Parapharyngeal solitary fibrous tumor: an incidental finding at ENT examination. J Laryngol Otol 1994;108:344 − 7. -Jeong AK, Lee HK, Kim SY, et al. Solitary fibrous tumor of the parapharyngeal space: MR imaging findings. Am J Neuroradiol 2002; 23:473–5. -Hashimoto D, Inoue H, Ohbayashi C, Nibu K. Solitary fibrous tumor in the parapharyngeal space. Otolaryngol Head Neck Surg. 2006 Mar;134(3):535-6. -Gómez-Oliveira G, Alvarez-Flores M, Arribas-García I, Martínez-Gimeno C. Solitary fibrous tumor surrounding the carotid sheath. Med Oral Patol Oral Cir Bucal. 2010 Mar 1;15(2): e395-7. -Vo QT, Wolf JA, Turner JW, Murkis M, Saw D, Shemen LJ. Solitary fibrous tumor of the parapharyngeal space. Ear Nose Throat J. 2007 Aug;86(8):502-5. -Demicco EG, Wagner MJ, Maki RG, Gupta V, Iofin I, Lazar AJ, Wang WL. Risk assessment in solitary fibrous tumors: validation and refinement of a risk stratification model. Mod Pathol. 2017 Oct;30(10):1433–1442. -Georgiesh T, Aggerholm-Pedersen N, Schöffski P, et al. Validation of a novel risk score to predict early and late recurrence in solitary fibrous tumour. Br J Cancer. 2022 Nov;127(10):1793–1798. -Kim HJ, Lee HK, Seo JJ, Kim HJ, Shin JH, Jeong AK, Lee JH, Cho KJ. MR imaging of solitary fibrous tumors in the head and neck. Korean J Radiol. 2005 Jul-Sep;6(3):136 − 42. -Tsutsumi N, Kojima Y, Nishida K, Maeno K, Kakutani K, Kawakami F, Kanzawa M, Itoh T, Otsuki N, Nibu K. Surgical treatment for recurrent solitary fibrous tumor invading atlas. Head Neck. 2014 Nov;36(11):E121-4. -van Houdt WJ, Westerveld CM, Vrijenhoek JE, van Gorp J, van Coevorden F, Verhoef C, van Dalen T. Prognosis of solitary fibrous tumors: a multicenter study. Ann Surg Oncol. 2013 Dec;20(13):4090-5. Tables Table 1: Studies analyzing solitary fibrous tumors of the parapharyngeal space. Additional Declarations No competing interests reported. Cite Share Download PDF Status: Published Journal Publication published 02 Apr, 2024 Read the published version in Oral and Maxillofacial Surgery → Version 1 posted Editorial decision: Revision requested 18 Feb, 2024 Reviews received at journal 23 Jan, 2024 Reviewers agreed at journal 22 Jan, 2024 Reviewers agreed at journal 27 Dec, 2023 Reviewers invited by journal 25 Dec, 2023 Editor assigned by journal 18 Dec, 2023 Submission checks completed at journal 18 Dec, 2023 First submitted to journal 17 Dec, 2023 You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. 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Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-3769143","acceptedTermsAndConditions":true,"allowDirectSubmit":false,"archivedVersions":[],"articleType":"Case Report","associatedPublications":[],"authors":[{"id":260857910,"identity":"b4bf53d5-e1ac-45c9-b9be-6ef972b97ff0","order_by":0,"name":"Francisco Laxague","email":"data:image/png;base64,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","orcid":"","institution":"Hospital Alemán of Buenos Aires","correspondingAuthor":true,"prefix":"","firstName":"Francisco","middleName":"","lastName":"Laxague","suffix":""},{"id":260857912,"identity":"915a1643-3ae0-4b55-9d07-48c7443391cd","order_by":1,"name":"Nicholas S. 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Fernández","lastName":"Vila","suffix":""}],"badges":[],"createdAt":"2023-12-17 23:59:05","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-3769143/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-3769143/v1","draftVersion":[],"editorialEvents":[{"content":"https://doi.org/10.1007/s10006-024-01241-2","type":"published","date":"2024-04-02T15:01:23+00:00"}],"editorialNote":"","failedWorkflow":false,"files":[{"id":48636090,"identity":"12328056-6124-4826-abcc-2f8ef5fb4329","added_by":"auto","created_at":"2023-12-21 21:04:48","extension":"png","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":367861,"visible":true,"origin":"","legend":"\u003cp\u003eMagnetic imaging resonance showing the solitary fibrous tumor (yellow arrow) and its relationship with the parapharyngeal space and oropharyngeal structures. \u003cstrong\u003eA and B:\u003c/strong\u003eT2 sequence. \u003cstrong\u003eC and D:\u003c/strong\u003e T1 sequence.\u003c/p\u003e","description":"","filename":"Figure1.png","url":"https://assets-eu.researchsquare.com/files/rs-3769143/v1/991174c60fc4ee8692774525.png"},{"id":48636087,"identity":"8ecfb334-e160-48a5-b094-2a5ba13eb575","added_by":"auto","created_at":"2023-12-21 21:04:48","extension":"png","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":1386103,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eA:\u003c/strong\u003e Solitary fibrous tumor in the parapharyngeal space (yellow arrow), external (superior) and internal (inferior) carotid arteries isolated with blue elastic bands in a posterior fashion regarding the tumor. \u003cstrong\u003eB:\u003c/strong\u003eTumor resection using electrocautery scalpel. \u003cstrong\u003eC:\u003c/strong\u003e Resected tumor measuring 5.4 x 5.1 x 5cm.\u003c/p\u003e","description":"","filename":"Figure2.png","url":"https://assets-eu.researchsquare.com/files/rs-3769143/v1/c4bf4b6936ea1239184f6e96.png"},{"id":48636088,"identity":"aeb2603d-e005-4c84-814e-ce42dcf29ed0","added_by":"auto","created_at":"2023-12-21 21:04:48","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":39758,"visible":true,"origin":"","legend":"\u003cp\u003eAlgorithm for the management of solitary fibrous tumors.\u003c/p\u003e","description":"","filename":"Figure3Algorithm.png","url":"https://assets-eu.researchsquare.com/files/rs-3769143/v1/66cf96bbbe2194cf71200166.png"},{"id":54304502,"identity":"52ba0cb5-a499-46c3-a56b-32e64b967186","added_by":"auto","created_at":"2024-04-08 15:15:49","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":2629588,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-3769143/v1/4c4554f0-b7fe-4b1e-a9e1-6d2c5682d3a0.pdf"}],"financialInterests":"No competing interests reported.","formattedTitle":"Solitary Fibrous Tumor of the Parapharyngeal Space: Report of 2 cases and a Literature Review","fulltext":[{"header":"Introduction","content":"\u003cp\u003eSolitary fibrous tumors (SFT) are rare spindle cell neoplasms of mesenchymal origin, first described in 1931, and are generally located in the pleura [1]. However, different extrapleural locations have been described, such as the head and the neck (6% of all SFT) [1, 2]. The first report of a SFT arising in the head and neck region was in 1991, and the most commonly described locations are the orbits, paranasal sinus, salivary glands, and the oral cavity [3]. Rarely, these lesions arise from the parapharyngeal space \u003csup\u003e3\u003c/sup\u003e. Although these lesions are usually benign, malignant variants of these tumors exist [4].\u003c/p\u003e \u003cp\u003eIn the great majority of cases, these lesions present as slow-growing asymptomatic masses, and the diagnosis is challenging due to their clinical similarity with other soft tissue tumors [5]. For their characterization, several imaging studies can be used, such as ultrasound, computed tomography (CT-scan), or magnetic resonance imaging (MRI) [6]. However, the definitive diagnosis is highly dependent on the immunohistochemical staining for CD34 and its microscopic features [7].\u003c/p\u003e \u003cp\u003eThe present study aimed to describe two cases and to perform a literature review (\u003cb\u003eTable\u0026nbsp;1\u003c/b\u003e) in order to develop a diagnostic and therapeutic algorithm for solitary fibrous tumors located in the parapharyngeal space. To our knowledge, this is the first review of SFT located in the parapharyngeal space.\u003c/p\u003e "},{"header":"Case 1","content":"\u003cp\u003eA 60-year-old female presented with a history 2-year history of an asymptomatic slow-growing left cervical mass associated with an elevation of the earlobe. Oropharyngeal examination revealed a slight bulge in the left parapharyngeal space. A computed tomography (CT-scan) was performed, showing a solid left pre-styloid parapharyngeal lesion measuring 5cm in height with intranodular calcifications. The lesion had an anterior and lateral relationship with the primitive carotid artery. No pathologic lymph nodes or skull base compromise were observed. A CT-scan-guided biopsy of the lesion confirmed a fibrous solitary tumor of the parapharyngeal space. An angio-magnetic resonance imaging (MRI) revealed a 5 x 3.2cm mass with lateral and anterior displacement of the external carotid artery and the pterygoid muscles, respectively (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eA, B, C, \u003cb\u003eand D\u003c/b\u003e). The patient consented to undergo a surgical approach of the lesion. A left preauricular and retromandibular incision was made two-finger width below the mandibular ridge. The dissection of the anterior and posterior flaps was carried out along the mandibular ridge and the anterior border of the sternocleidomastoid muscle, respectively. The digastric muscle, primitive carotid artery, and external and internal jugular veins were identified. The hypoglossal, spinal, glossopharyngeal, and facial nerves were identified and carefully dissected from the tumor. The tumor was separated from the left parotid gland with blunt dissection, preserving the facial nerve branches. The digastric muscle and styloid process were sectioned. Finally, the tumor was freed from all the vital surrounding structures and the skull base using blunt maneuvers and a bipolar scalpel. The frozen section informed a marginal resection. The patient evolved well, with mild facial paralysis, and tolerated oral intake. The recovery was uneventful, and the patient was discharged 48 hours after the surgery. The final histopathologic report indicated a 5.5 x 4.8 x 4.4 cm high-grade fibrous solitary tumor with 5 mitoses in 10 high-power field (HPF), with no perineural or lymphovascular invasion.\u003c/p\u003e\u003cp\u003eThe case was discussed in the multidisciplinary oncologic committee of our hospital, and adjuvant radiotherapy was indicated (30 sessions of 60Gy IMRT). One year after the surgery, the patient has fully recovered from the facial paralysis and remains disease-free.\u003c/p\u003e"},{"header":"Case 2","content":"\u003cp\u003eA 59-year-old male with a history of a left cervical mass, bruxism, and mild jaw discomfort of one-year duration. Physical examination showed an asymptomatic left cervical mass with no evidence of parapharyngeal space compromise during the oropharynx evaluation. A CT-scan demonstrated a 5.4 x 5.1 x 5cm parapharyngeal tumor in contact with the deep left parotid lobe. An MRI was ordered, which revealed a lesion in intimate relationship with the left pterygoid muscles and the ascending ramus of the mandible, with contrast administration enhancement. A CT-scan-guided biopsy of the lesion indicated a fibrous solitary tumor of the parapharyngeal space. Surgical treatment was recommended. A left preauricular and retromandibular incision was performed. The digastric muscle, the primitive, external, and internal carotid arteries, and the external and internal jugular veins were identified. The VII, IX, X, and XII nerves were identified and separated from the tumor. The lesion was carefully separated from the deep left parotid lobe with blunt dissection, preserving the facial nerve branches. The styloglossus and digastric muscles were divided using electrocautery, and the styloid process was sectioned. The tumor was freed from the skull base using blunt dissection and finally resected from the parapharyngeal space (Fig.\u0026nbsp;\u003cspan refid=\"Fig2\" class=\"InternalRef\"\u003e2\u003c/span\u003eA, B, \u003cb\u003eand C\u003c/b\u003e). The frozen histopathology informed a marginal resection. The patient experienced a mild swallowing disorder and moderate facial paralysis postoperatively. The recovery was uneventful, and the patient was discharged 72 hours after the surgery, tolerating a full diet. The final histopathologic report informed a 5.5 x 4.8 x 4.4 cm high-grade fibrous solitary tumor with 5 mitoses in 10 high-power field (HPF), with no perineural or lymphovascular invasion. (Fig.\u0026nbsp;\u003cspan refid=\"Fig3\" class=\"InternalRef\"\u003e3\u003c/span\u003e depicts a diagnostic and therapeutic algorithm for these tumors). Adjuvant radiotherapy was indicated, and the patient received 30 sessions of 60Gy (IMRT and IGRT). Eighteen months after the surgery, no recurrence was diagnosed during the follow-up.\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eIn this study, our aim was to describe two cases of SFT of the parapharyngeal space and to conduct a literature review in order to develop a diagnostic and therapeutic algorithm for this pathology. We found that the majority of these tumors present as slow-growing masses, and that the most commonly requested imaging study is the MRI. Surgical resection is considered the gold standard treatment.\u003c/p\u003e \u003cp\u003eSolitary fibrous tumors of the parapharyngeal space can manifest with several symptoms, including sore throat, swallowing difficulties, trismus, voice changes, mandibular pain, palpable mass, tongue or soft palate paralysis, snoring, and headaches [1, 8, 9]. However, in the vast majority of reported cases, the main symptom is a slow-growing mass.\u003c/p\u003e \u003cp\u003eImaging is essential in the diagnostic algorithm for these tumors, not only for the tumor diagnosis but also for evaluating their relationship with cervical anatomical structures and surgical resection planning. Nonetheless, the differential diagnosis of these tumors is still challenging [7]. The most commonly used imaging methods are CT-scans and MRIs. Plain CT-scan findings for this entity show isodensity, well-circumscribed, and homogeneous lesions, while contrast CT-scans reveal heterogeneous lesions. On MRI imaging, they appear as hypo- to isointense lesions on T1-weighted MRIs and T2-weighted MRIs, due to the collagen quantity, and exhibit a wide variety of contrast enhancement on gadolinium-enhanced MRIs [7, 10]. Interestingly, we found that MRI was employed in all reported cases, except for two, in the diagnostic algorithm of SFTs of the parapharyngeal space.\u003c/p\u003e \u003cp\u003ePreoperative biopsy of these lesions is not a standard and it is only reported in 5 studies, including our report [1, 7, 8, 11]. Although an accurate diagnosis is challenging, there are several immunohistochemical markers, such as CD34, CD99, Bcl-2, SMA, EMA, factor XIIIa, and vimentin, that guide a preoperative diagnosis [11]. Remarkably, preoperative fine needle aspiration (FNA) does not significantly alter the surgical strategy; therefore, several authors recommend surgical resection without undergoing this diagnostic step [1, 7, 8, 11].\u003c/p\u003e \u003cp\u003eThe recommended treatment is surgical resection with clear margins, which is the most crucial factor for favorable oncological outcomes [10]. Depending on the tumor\u0026acute;s location and size, either a lateral transcervical approach or a midline mandibulotomy, with or without a paralingual extension, could be chosen for these tumors [10, 11]. Notably, all tumors under 7cm in size underwent a transcervical approach [1, 6\u0026ndash;8, 11, 15, 16], while those measuring\u0026thinsp;\u0026ge;\u0026thinsp;7 cm underwent a transcervical approach combined with a mandibular swing [2, 12] or anterior mandible dislocation [10]. Arterial embolization of the ascending parapharyngeal artery has been described the day prior to surgery to minimize intraoperative bleeding [10]. In our cases, a transcervical approach was performed, resulting in complete resection and satisfactory margins.\u003c/p\u003e \u003cp\u003eAlthough the behavior of these tumors is predominantly benign, numerous risk factors for recurrence and distant metastases have been described in 10\u0026ndash;30% of cases, leading to the development of different risk scores to predict these adverse outcomes [13, 14]. Positive margins or the presence of a malignant component are the primary indications for postoperative radiotherapy [11, 13]. On the other hand, patients\u0026rsquo; age, tumor size, mitotic count, and tumor necrosis are important risk factors for stratifying the risk of recurrence and distant metastases. According to the score classification (low, intermediate, and high risk), adjuvant radiation could be considered in these patients [13, 17].\u003c/p\u003e \u003cp\u003eWe acknowledge some limitations of this study. Firstly, a small number of patients were reported. Additionally, all the analyzed studies in the literature review were retrospective case reports or case series, and their results should be interpreted cautiously. Nevertheless, to our knowledge, this represents the first review on SFT of the PS describing a diagnostic and therapeutic algorithm.\u003c/p\u003e"},{"header":"Conclusion","content":"\u003cp\u003eSolitary fibrous tumor of the parapharyngeal space is an infrequent entity that should be suspected in patients presenting with a slowly growing mass in the parapharyngeal area. MRI is the most commonly used imaging technique for diagnosis, and preoperative biopsy should be considered for surgical planning. Surgical resection is the gold standard treatment, and adjuvant radiation should be considered in patients with malignant characterisitics or benign lesions carrying risk factors for recurrence or distant metastases.\u003c/p\u003e "},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eFunding and conflict of interest:\u003c/strong\u003e The study was self-funded. None of the authors have conflicts of interest.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConflicts of interest:\u0026nbsp;\u003c/strong\u003eThe authors have no conflicts of interest to declare.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgements:\u0026nbsp;\u003c/strong\u003eNone.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent to publish:\u003c/strong\u003e \u003cem\u003eThe authors affirm that human research participants provided informed consent for publication of the case reports and the images in Figure 1A, B, C, and D; and Figure 2A, B, and C.\u003c/em\u003e\u003c/p\u003e\u003ch2\u003eAuthor Contribution\u003c/h2\u003e\u003cp\u003eF.L: wrote de main manuscript text, prepared the figures and the table, and reviewed the final version of the manuscript. N.S.M.D: prepared the figures and revised the final version of the manuscript. M.G.A.J: revised the final version of the manuscript. E.R.B: revised the final version of the manuscript. N.A.M: revised the final version of the manuscript. J.M.F.V: revised the final version of the manuscript.\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\u003cli\u003e\u003cspan\u003e -Gangopadhyay K, Taibah K, Manohar MB, Kfoury H. Solitary fibrous tumor of the parapharyngeal space: a case report and review of the literature. Ear Nose Throat J. 1996 Oct;75(10):681-4.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Dwivedi G, Ranganathan Y, Bandopadhyay A, Mukherjee T. Solitary Fibrous Tumor of Parapharyngeal Space: A Rare Case Report. Indian J Otolaryngol Head Neck Surg. 2023 Jun;75(2):1152\u0026ndash;1156.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Witkin GB, Rosai J. Solitary fibrous tumor of the upper respiratory tract. A report of six cases. Am J Pathol 1991;15:842\u0026ndash;848.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Bowe SN, Wakely PE Jr, Ozer E. Head and neck solitary fibrous tumors: diagnostic and therapeutic challenges. Laryngoscope. 2012 Aug;122(8):1748-55. doi: 10.1002/lary.23350.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Ganly I, Patel SG, Stambuk HE, Coleman M, Ghossein R, Carlson D, Edgar M, Shah JP. Solitary fibrous tumors of the head and neck: a clinicopathologic and radiologic review. Arch Otolaryngol Head Neck Surg. 2006 May;132(5):517\u0026thinsp;\u0026minus;\u0026thinsp;25.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Wakisaka, N., Kondo, S., Murono, S., Minato, H., Furukawa, M., \u0026amp; Yoshizaki, T. (2009). A solitary fibrous tumor arising in the parapharyngeal space, with MRI and FDG-PET findings. Auris Nasus Larynx, 36(3), 367\u0026ndash;371.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -K\u0026uuml;nzel, J., Hainz, M., Ziebart, T., Pitz, S., Ihler, F., Strieth, S., \u0026amp; Matthias, C. (2015). Head and neck solitary fibrous tumors: a rare and challenging entity. European Archives of Oto-Rhino-Laryngology, 273(6), 1589\u0026ndash;1598.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Al-Sinawi A, Johns AN. Parapharyngeal solitary fibrous tumor: an incidental finding at ENT examination. J Laryngol Otol 1994;108:344 \u0026minus;\u0026thinsp;7.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Jeong AK, Lee HK, Kim SY, et al. Solitary fibrous tumor of the parapharyngeal space: MR imaging findings. Am J Neuroradiol 2002; 23:473\u0026ndash;5.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Hashimoto D, Inoue H, Ohbayashi C, Nibu K. Solitary fibrous tumor in the parapharyngeal space. Otolaryngol Head Neck Surg. 2006 Mar;134(3):535-6.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -G\u0026oacute;mez-Oliveira G, Alvarez-Flores M, Arribas-Garc\u0026iacute;a I, Mart\u0026iacute;nez-Gimeno C. Solitary fibrous tumor surrounding the carotid sheath. Med Oral Patol Oral Cir Bucal. 2010 Mar 1;15(2): e395-7.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Vo QT, Wolf JA, Turner JW, Murkis M, Saw D, Shemen LJ. Solitary fibrous tumor of the parapharyngeal space. Ear Nose Throat J. 2007 Aug;86(8):502-5.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Demicco EG, Wagner MJ, Maki RG, Gupta V, Iofin I, Lazar AJ, Wang WL. Risk assessment in solitary fibrous tumors: validation and refinement of a risk stratification model. Mod Pathol. 2017 Oct;30(10):1433\u0026ndash;1442.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Georgiesh T, Aggerholm-Pedersen N, Sch\u0026ouml;ffski P, et al. Validation of a novel risk score to predict early and late recurrence in solitary fibrous tumour. Br J Cancer. 2022 Nov;127(10):1793\u0026ndash;1798.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Kim HJ, Lee HK, Seo JJ, Kim HJ, Shin JH, Jeong AK, Lee JH, Cho KJ. MR imaging of solitary fibrous tumors in the head and neck. Korean J Radiol. 2005 Jul-Sep;6(3):136\u0026thinsp;\u0026minus;\u0026thinsp;42.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -Tsutsumi N, Kojima Y, Nishida K, Maeno K, Kakutani K, Kawakami F, Kanzawa M, Itoh T, Otsuki N, Nibu K. Surgical treatment for recurrent solitary fibrous tumor invading atlas. Head Neck. 2014 Nov;36(11):E121-4.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003e -van Houdt WJ, Westerveld CM, Vrijenhoek JE, van Gorp J, van Coevorden F, Verhoef C, van Dalen T. Prognosis of solitary fibrous tumors: a multicenter study. Ann Surg Oncol. 2013 Dec;20(13):4090-5.\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e"},{"header":"Tables","content":"\u003cp\u003e\u003cstrong\u003eTable 1:\u0026nbsp;\u003c/strong\u003eStudies analyzing solitary fibrous tumors of the parapharyngeal space.\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\" alt=\"\"\u003e\u003cbr\u003e\u003c/p\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":false,"highlight":"","institution":"","isAcceptedByJournal":true,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"oral-and-maxillofacial-surgery","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"omfs","sideBox":"Learn more about [Oral and Maxillofacial Surgery](http://link.springer.com/journal/10006)","snPcode":"10006","submissionUrl":"https://submission.nature.com/new-submission/10006/3","title":"Oral and Maxillofacial Surgery","twitterHandle":"","acdcEnabled":true,"dfaEnabled":true,"editorialSystem":"em","reportingPortfolio":"Springer Hybrid","inReviewEnabled":true,"inReviewRevisionsEnabled":false},"keywords":"Solitary fibrous tumor, parapharyngeal space, surgical resection, adjuvant radiotherapy","lastPublishedDoi":"10.21203/rs.3.rs-3769143/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-3769143/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003e\u003cb\u003ePurpose\u003c/b\u003e\u003c/p\u003e \u003cp\u003eThe solitary fibrous tumor (SFT) is usually described as a lesion arising from the pleura. Rarely, it has been described in the parapharyngeal space (PS). This study aims to report two cases of SFT in the PS and to perform a literature review on this topic.\u003c/p\u003e\u003cp\u003e\u003cb\u003eMethods\u003c/b\u003e\u003c/p\u003e \u003cp\u003eTwo patients undergoing surgical resection of a SFT in the PS were reported. A literature review on SFT of the PS was performed in order to develop a diagnostic and therapeutic algorithm.\u003c/p\u003e\u003cp\u003e\u003cb\u003eResults\u003c/b\u003e\u003c/p\u003e \u003cp\u003eTwo patients were analyzed. Both patients underwent surgical resection, followed by adjuvant radiotherapy, for SFT arising from the PS. The surgeries were uneventful and both patients recovered well after the procedure. No recurrences were diagnosed during the follow-up.\u003c/p\u003e\u003cp\u003e\u003cb\u003eConclusion\u003c/b\u003e\u003c/p\u003e \u003cp\u003eSFT of the PS is an infrequent entity. Surgical resection is the gold standard treatment, and adjuvant radiation should be considered in patients with risk factors for recurrence or distant metastases.\u003c/p\u003e","manuscriptTitle":"Solitary Fibrous Tumor of the Parapharyngeal Space: Report of 2 cases and a Literature Review","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2023-12-21 21:04:43","doi":"10.21203/rs.3.rs-3769143/v1","editorialEvents":[{"type":"communityComments","content":0},{"type":"decision","content":"Revision requested","date":"2024-02-18T06:18:44+00:00","index":"","fulltext":""},{"type":"editorInvitedReview","content":"","date":"2024-01-23T11:18:04+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"d89659a0-fd96-4423-aa9a-98938c9c9f36","date":"2024-01-22T10:18:37+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"9a127f4a-52e9-46d6-adab-cb33a8f8470f","date":"2023-12-27T21:06:16+00:00","index":"hide","fulltext":""},{"type":"reviewersInvited","content":"","date":"2023-12-25T20:20:56+00:00","index":"","fulltext":""},{"type":"editorAssigned","content":"","date":"2023-12-18T12:31:55+00:00","index":"","fulltext":""},{"type":"checksComplete","content":"","date":"2023-12-18T12:31:54+00:00","index":"","fulltext":""},{"type":"submitted","content":"Oral and Maxillofacial Surgery","date":"2023-12-17T23:46:20+00:00","index":"","fulltext":""}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"oral-and-maxillofacial-surgery","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"omfs","sideBox":"Learn more about [Oral and Maxillofacial Surgery](http://link.springer.com/journal/10006)","snPcode":"10006","submissionUrl":"https://submission.nature.com/new-submission/10006/3","title":"Oral and Maxillofacial Surgery","twitterHandle":"","acdcEnabled":true,"dfaEnabled":true,"editorialSystem":"em","reportingPortfolio":"Springer Hybrid","inReviewEnabled":true,"inReviewRevisionsEnabled":false}}],"origin":"","ownerIdentity":"9d063fdb-cc90-44a8-9aa8-01d2b3250cf4","owner":[],"postedDate":"December 21st, 2023","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"published-in-journal","subjectAreas":[],"tags":[],"updatedAt":"2024-04-08T15:12:18+00:00","versionOfRecord":{"articleIdentity":"rs-3769143","link":"https://doi.org/10.1007/s10006-024-01241-2","journal":{"identity":"oral-and-maxillofacial-surgery","isVorOnly":false,"title":"Oral and Maxillofacial Surgery"},"publishedOn":"2024-04-02 15:01:23","publishedOnDateReadable":"April 2nd, 2024"},"versionCreatedAt":"2023-12-21 21:04:43","video":"","vorDoi":"10.1007/s10006-024-01241-2","vorDoiUrl":"https://doi.org/10.1007/s10006-024-01241-2","workflowStages":[]},"version":"v1","identity":"rs-3769143","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-3769143","identity":"rs-3769143","version":["v1"]},"buildId":"_2-kVJe1T_tPrBINL-cwx","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}