臺灣社會工作的新思考與新觀點——林勝義老師專訪
林勝義老師曾任教於國立臺灣師範大學、長榮大學,兼任於東吳大學、實踐大學、高雄醫學大學、文化大學、國立臺北教育大學,是臺灣重要的社會工作者、研究者與教育者之一。林老師在「志願服務與社會工作」、「社區工作」等議題上著力甚深,長期擔任衛生福利部社區評鑑、社會福利考核委員,在臺灣社會福利政策的規劃上,亦貢獻所長,卓有成就。於擔任長榮大學社區服務中心主任期間,也更加廣泛地接觸各種不同的社區案例與情境,成為他融合學理與實務現場而成獨到見解的養分。
《社區發展》季刊的資深委員
檢視發行至今已175期的《社區發展》季刊,可以發現自第67期「全國社會服務會議」專刊(1994年9月發行)起,始有「編輯委員」的編制,當時林老師任教於國立臺灣師範大學社會教育學系,迄最新一期出版的「新冠疫情(COVID-19)與社會福利」正由林老師擔任輪值主編,共27個年頭,林老師可說是一路照看《社區發展》季刊的成長及臺灣社會福利服務議題演變歷程中,頗具代表性的人物之一。
回顧早期的季刊編輯與發行,林老師認為當時官方色彩較為濃厚,並且會根據政策發展提出、擬定相關的議題,再由編輯委員集思廣益邀稿的對象,採用參議模式,無實質審查機制,並由召集人與主管機關決議刊登文稿與順序;後來在制度上也漸漸演進,編輯委員針對文稿提出建議,再透過會議或其他方式共同決定文稿狀態,此一時期仍以政策走向為主要判斷依據,審查方式也相對簡要。
近來因臺灣學術生態衍生的實際需求,始建構現行實質審查,且須經歷形式審查及多次委員審查,始能提供編輯小組會議審議的嚴謹制度,此一學術化傾向使刊載文章更具有學術或實用的價值,同時當期「社論」也具有相較以往更重要的意義,讀者也能藉以掌握時興議題與時代脈絡的互動。
林老師認為,《社區發展》季刊雖有不同時期的轉變歷程,但在本質上,仍然應是一種大眾閱讀的讀物,不應限縮、窄化閱讀的受眾,因此歷任主編在學術性和實務界文稿的比例上,往往面臨兩難;換言之,如何鼓勵實務工作者的經驗分享投稿,或與學者、研究者雙方在案例上共同探討與合作,讓臺灣的社會工作發展落實於實務,而實務經驗又能應證理論研討,不論對讀者或對政策部門,乃至於臺灣社工、社福領域的討論及其所造成的積極影響,也能更加深入且廣泛。
臺灣的社區工作樣態
臺灣社區工作的發展歷程,向來著重社區組織工作,早期偏重由上而下的組織、信念發展做為某種社會運動的反映;1991年「人民團體」一詞,也象徵臺灣的社區工作出現「由下而上」的改變動能,例如在地有心人士或社區發展協會的成立,在在顯示從最接近基層民眾生活出發,邁向「福利社區化」的思考徑路。
1994年「社區營造」概念的出現,臺灣的社區工作樣態有了「社區發展」、「社區營造」兩種不同的展現。林老師認為,這兩個面向各有優勢,卻也面臨著不同的困境,例如「社區營造」多由在地文史工作者或民眾針對當地社區有利的發展方向集思廣益、共同提案,雖然能有效地凝聚居民共識,但卻需要延續性的資源支持,因此造就了一波「社區營造」的熱潮,中央各部會如勞動部、文化部、衛福部、農委會……都提供不同的補助方案,然而在政策方向的改變下,經費資源的逐年遞減,也造成許多無以為繼的情形。
林老師認為,「社區發展」和「社區營造」的交互運用,才是基層社區生存、維護社區居民最大利益的方式,引入具系統性的需求評估,詳細規劃執行步驟、盤點可引介之資源(如:志工、企業、人力、物力、財力、可用空間等)、最後進行評量。林老師舉例說明,傳統社區發展面臨的困境,大多在於方案撰寫的困難、青年參與度低、婦女參與度雖高但少具領導地位等,如能在充分評估、考察社區資源後,利用寒暑假時間,結合年輕人的資訊能力、提供點子和創意,再由社區居民來執行,引入專家意見進行執行方案的調整與評鑑,就是既能帶動地方活力,又能結合社區發展和社區營造兩者優勢的範例。
另外,臺灣過去社區發展,形成了不少「明星社區」,這些社區或因地理條件較具優勢,或長期獲得補助方案,吸納許多社工人力,然而有些社區因交通困難或其他限制因素,造成資源較弱勢、輔導資源又無法深入的「偏鄉社區」,發展上,可仿效歐美建立「優先區」(重點社區),並制定激勵方案鼓勵企業於社區中善盡其社會責任。
疫情下的社區工作
臺灣的「社區防疫工作」卓然有成,在如何自我(主動)防護有其歷史的基礎,充分且具高度自主性的宣導,以及建設完整的社會性基礎設施,使得臺灣社會與社區現場,大多具有相互幫忙、扶持的良善價值觀,這些對於社會、社區的復原都有正面的意義。林老師借用印度前央行總裁拉詹「疫後重生的力量在『社區』」一語,揭示基層社區做為國家政治、經濟市場之外的「第三支柱」的意義,與臺灣社區工作中強而有力的、由下而上的充沛動能息息相關。
疫情雖然造成許多社區空間關閉,人際交往活動也受到頗多限制,但在確實的防疫工作下,培力社區「頭人」,藉以結合社區資源,都能加速疫後社區的重建與復甦,展現更具韌性的社區新風貌。
《社區工作導論─批判性思考》中的全新觀察
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林老師受訪當日,新書《社區工作導論─批判性思考》恰好出版,本書不僅是一本「社區工作導論」的工具書,裡面透過豐富的案例,以及3A:提問(ask questions)、評估(assess)、斷言(assert)的方法,引領讀者探索、找尋社區工作實務中較符合現實或較為滿意的解方,藉此引發閱讀的興趣。
本書也能看見林老師前述所言「社區發展」與「社區營造」交互運用的具體實例,並以富有「生活化」的筆觸,探問現當代社區中的諸多現象,並提出新的思考與觀點,例如「肥皂劇中的社區」、「川普的機遇區」、「社區認證」等等,既切合時事,也延展出更豐富的臺灣社區工作面貌,是林老師帶給臺灣社工界的一份厚重的禮物。
受訪|林勝義老師
採訪|蔣麗音、洪敍銘
撰文、攝影|洪敍銘