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毕业生故事 | 林乐儿:追求数学的道路上,性别从来都不是衡量能力的标准
时间:2025.05.28浏览:54次


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较真、乐观、完美主义是Leer同学对自己的形容。她有着强大的内驱力和对数学的执着追求。她说:“赛德文的日子就像一场奇妙冒险,带着我从一个为数学题犯难的学生,成长为敢用数学创意解决问题的人。”


持续的专注与付出,她在申请季中接连收获墨尔本大学、悉尼大学、曼彻斯特大学、伦敦国王学院等世界百强名校的录取通知。


心怀热爱,梦想就不会遥远。她的故事里没有「学霸」的标签,有的只是对数理世界的偏爱。本期毕业生故事,走进这位“用数学思维看世界的女孩”,感受她与数学对话的成长历程。



01

陌生到归属,

赛德文教会我的不止是知识


新加坡回国后,我和家人一直在寻找一所能够延续国际化教育氛围的优质学校。经过实地考察,赛德文学校先进的教育理念和多元化的课程体系吸引了我,最终决定选择赛德文学校开启新的学习篇章。


刚转入赛德文学校时,课程体系的差异带来了不小挑战。但幸运的是,老师同学们用温暖化解了我所有不安。记得数学老师总能敏锐察觉到我学习状态,耐心疏导我的焦虑,「牺牲」休息时间为我补习;会计老师不断鼓励我参与社团活动,帮助拓展社交圈;同学们主动邀请我加入小组讨论和课后活动。老师和同学们无微不至的关怀很快驱散了我的陌生感,使我对全新的学习环境充满期待。


▲课外活动-担任外教的中文学习伙伴


学校丰富的课外活动为我的学习生活增添了别样色彩。例如帮助外教学习中文的活动,不仅提升了我的语言表达能力,也加深了我对不同文化的理解。同时,学校倡导的自主学习模式受益匪浅,可以根据个人进度安排学习计划,逐步养成了我独立思考的好习惯。


在校期间,最珍贵的莫过于和最好的朋友Brigitte深夜畅谈的时光。每当结束一天繁忙课程,熄灯后的宿舍便成了我们"秘密基地"。从异国见闻到课业难题,从兴趣爱好到未来规划,看似随意的交谈让我们友谊在不知不觉中愈发深厚。


现在回想起来,真想对当初刚入学时略带忐忑的自己说:“别紧张,你会遇见超棒的老师、最真挚的朋友,这一切都将成为你暖心回忆。”



02

公式之外,

一位数学学习者的破茧之路


喜欢数学,在于解题时「抽丝剥茧」的过程和得到答案时的快感,是任何事物都无法替代。热爱数学,我决心打破“女生不擅长数学”的刻板印象。纵观数学发展史,开创现代代数的埃米·诺特,首位获得菲尔兹奖的女性数学家玛丽安·米尔扎哈尼等无数杰出女性数学家早已证明,数学能力从不因性别而异,真正决定学术成就的是持之以恒的热情与不懈求索。在追求数学的道路上,性别从来都不是衡量能力的标准。


▲图书馆自习数学的Leer


海外求学期间,注重逻辑思维与实际应用的教学方式为我打下了扎实的数学基础。无论是代数运算还是几何证明,都能游刃有余地掌握。然而,初次接触国内A-level数学课程时,其严苛理论深度令我倍感压力。晦涩难懂的定理推导常常让我陷入“每个符号都认识,连起来却看不懂”的认知困境。


特别感激的是,学校数学老师十分关注我的学习状况。面对复杂数学难题,在老师循序渐进引导下,解题思路逐渐清晰。最终攻克难题时,豁然开朗的成就感使我第一次真切体会到数学的魅力所在。


当然,学习之路并非一帆风顺。有一次重要考试,尽管考前投入了大量时间钻研代数和微积分,反复推导公式、练习真题,可成绩公布时却远低于预期。这次挫折促使我重新审视学习方法,开始系统分析历年试题,将各类证明题归纳整理,拆解每个推导步骤,甚至尝试不同方法验证同一命题。通过一系列的训练,我找到了学习的技巧,重塑对数学思维方式的理解。


数学的探索犹如攀登险峰,每向上一步,难度便增一分,但每一步的突破、每一次的受阻,都是对自我的锤炼与超越。



03

我的申请季,

理性选择与感性追求


数学专业始终是我首选。在择校时,我主要考量三个关键要素:学术资源与个人研究兴趣的契合度、校企合作平台的丰富性,以及与计算机科学、经济学等领域交叉学科的发展潜力。


申请文书中,我着重展现了跨文化学习经历带来的独特视角。通过对比新加坡侧重应用的数学教学与赛德文A-level理论体系的差异,呈现了两种思维方式的有机融合。文书中描述如何运用数学思维破解难题的过程,远比简单罗列竞赛成绩更能体现我对数学的热爱。


▲参与徒步活动,释放压力


申请季最大的考验是时间管理。我需要在有限的时间内应对A-level高阶数学课程学习、雅思考试准备以及文书反复打磨。面对繁重的任务,我感到疲惫,好在家人始终站在我的身后,是我坚持下去的动力。父母主动分担日常事务,为我创造良好学习环境,母亲以自身经历提供精神鼓励。数学老师在专业领域悉心指导,帮助我突破课业难点,为文书撰写提供建设性意见。正是他们的支持与帮助,使我能够克服重重困难,顺利完成整个申请流程。


当收到期盼已久的大学录取通知邮件时,我的双手因激动微微颤抖,满心都是被认可的喜悦。在所有录取结果中,墨尔本大学的offer格外令我欣喜。希望我最终能够如愿踏入这所知名学府,开启下一段求知旅程。


我期待大学生活,可以与来自不同文化背景的同学建立深厚友谊,在多元文化交流中拓宽视野,分享各国数学教育的独特理念与教学方法,在碰撞中汲取精华。对于未来,我希望能够成为点燃学生数学兴趣的「火种」。我会用自己的经历帮助学生们理解数学的魅力,引导他们建立数学思维模式,发现数学之美。



不至于前,不止于此。

愿Leer同学在数学的道路上坚定不移前行,你终将抵达理想的峰值。






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←向左滑动查看中文版本

←Swipe for Chinese version



More serious, optimistic, and perfectionist is how Leer's classmates describe themselves. She has a strong internal drive and a dedication to math. She says, “My time at Sedbergh  was like an amazing adventure that took me from a student who struggled with math problems to someone who dared to solve problems with mathematical creativity.” With her continued focus and dedication, she has been rewarded with a succession of acceptance offers from prestigious schools such as King's College London, the University of Melbourne, the University of Sydney, and the University of Manchester during the application season.


With love in your heart, your dreams are never far away. In her story, there is no label of “academic bully”, but only a preference for the world of mathematics and science. In this issue of Graduate Stories, we will go into the story of this “girl who sees the world with mathematical thinking”, and experience her growth process of dialoguing with mathematics.


01

Sedbergh taught me more than knowledge


After returning home from Singapore, my family and I have been looking for a quality school that can continue the internationalized education atmosphere. After a site visit, I was attracted by the advanced educational philosophy and diversified curriculum of Sedbergh School, and finally decided to choose Sedbergh School to start a new chapter of my study.

 

When I first transferred to Sedbergh School, the differences in the curriculum and the new environment posed quite a challenge. Fortunately, the warmth of my teachers and classmates helped to ease my anxiety. I remember that my math teacher was always keenly aware of my learning state, patiently relieved my anxiety, and “sacrificed” her break time to provide me with tutorials; my accounting teacher constantly encouraged me to participate in club activities and helped me expand my social circle; and my classmates took the initiative to invite me to join group discussions and after-school activities. These warmth quickly dispelled my sense of strangeness and made me look forward to the brand new study environment.

 

▲extracurricular activity


The rich extracurricular activities of the school have added different colors to my study life. For example, helping foreign teachers to learn Chinese has not only improved my language skills, but also deepened my understanding of different cultures. At the same time, I benefited a lot from the independent learning mode advocated by the school, which allowed me to arrange my study plan according to my personal progress and gradually developed my good habit of independent thinking.


The most precious part of my time at the school was the late-night conversation with my best friend Brigitte. Whenever we finished a busy day of classes, the dormitory became our “secret base” after lights out. From foreign experiences to classroom problems, from hobbies to future plans, our seemingly casual conversations made our friendship grow deeper without us realizing it.


02

A Math Learner's Path to Growth


What I love about math is the process of solving a problem and the thrill of getting the answer, which cannot be replaced by anything else. With my love for math, I am determined to break the stereotype that girls are not good at math. Throughout the history of mathematics, countless outstanding female mathematicians, such as Emmy Noether, who pioneered modern algebra, and Marianne Mirzakhani, the first female mathematician to win the Fields Medal, have long proved that mathematical ability never varies according to gender, and that it is the persistent passion and relentless pursuit that truly determines academic achievement. In the pursuit of truth, gender has never been a criterion for ability.

 

▲Do the math


During my study abroad, the teaching style focusing on logical thinking and practical application provided me with a solid foundation in mathematics. Whether it was algebraic operations or geometric proofs, I was able to master them with ease. However, when I was first introduced to A-level Mathematics, I felt pressured by its rigorous theoretical depth. I often found myself in a cognitive dilemma of “knowing every symbol but not being able to connect the dots”.

 

I am especially grateful that the math teacher at my school pays close attention to my learning situation. In the face of complicated math problems, the teacher guided me step by step, and my thinking gradually became clearer and clearer. When I finally solved the problems, the sense of achievement made me realize the charm of mathematics for the first time.

 

The road to learning is not always smooth. I remember an important exam, despite the fact that I had invested a lot of time in studying algebra and calculus before the exam, repeatedly deducing formulas and practicing problems, but the results were much lower than expected when the exam was announced. This setback prompted me to re-examine the learning method, began to systematically analyze the previous years' exams, all kinds of proof problems summarized and organized, disassembled each step of derivation, and even tried different methods to verify the same proposition. Through a series of training, I overcame the difficulties and reshaped my understanding of the mathematical way of thinking.


03

Rational Choice and Emotional Pursuit


The math program was always my first choice. When choosing a school, I consider three key elements: the fit between academic resources and my personal research interests, the richness of the university-enterprise cooperation platform, and the potential for cross-disciplinary development with fields such as computer science and economics.


In my application, I focused on the unique perspective that comes from cross-cultural learning experiences. By comparing the difference between Singapore's application-oriented math teaching and Sedgwick's A-level theory system, I presented the integration of the two ways of thinking. Describing how I used mathematical thinking to solve problems in my essay was a much better way to demonstrate my love for math than simply listing my competition results.


▲Hiking to release stress


The biggest test of the application season is time management. I had to cope with the A-level Higher Maths course, IELTS exam preparation and paperwork polishing within a limited time. I was tired of the heavy workload, but my family always stood behind me and was my motivation to keep going. My parents took the initiative to share the daily tasks and create a favorable study environment for me, and my mother provided spiritual encouragement from her own experience. My math teacher provided me with professional guidance, helped me break through difficult points in my coursework, and offered constructive advice on writing paperwork. It was their support and help that enabled me to overcome all the difficulties and successfully complete the whole application process.


When I received the long-awaited acceptance email from the university, my hands were trembling slightly with excitement, and my heart was filled with the joy of being recognized. Of all the offers, the one from the University of Melbourne was particularly pleasing to me. I hope that I will finally be able to enter this prestigious institution and start my next journey of knowledge.


I am looking forward to my university life, where I can build deep friendships with students from different cultural backgrounds, broaden my horizons through multicultural exchanges, and share the unique concepts and teaching methods of mathematics education from different countries, and learn from the best in the collision. In the future, I hope to be the “spark” that ignites students' interest in mathematics. I will use my own experience to help students understand the charm of mathematics, guide them to establish mathematical thinking patterns and discover the beauty of mathematics.




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——   从这里,到世界   ——