Chapter Summaries

Key Plot Points and Events

• Professor Qu reveals that Shen Qi (Key) developed the new drug Ou Ye is taking.
• Ou Ye asks Professor Qu to give her manuscript to her students if she's asleep.
• Professor Qu discovers a mathematical manuscript written by Ou Ye and suspects it might solve a world-class problem.
• Shen Qi takes his daughter Nuofei shopping, buying her numerous red dresses, shoes, and accessories.

Character Developments

• Ou Ye shows determination to continue her mathematical work despite her illness.
• Professor Qu demonstrates his mathematical prowess and becomes excited about Ou Ye's potential discovery.
• Shen Qi displays his love for his daughter and uses shopping to teach her about decision-making and Math principles.

Significant Themes

• The power of determination and perseverance in the face of adversity (Ou Ye's commitment to her mathematical work).
• The intersection of mathematics and real-life applications (Professor Qu's use of Math in clinical trials and Shen Qi's teaching Nuofei through shopping).
• The importance of family and parental love (Shen Qi's dedication to his daughter).

Character Interactions

• Professor Qu and Ou Ye: Professor Qu shows concern for Ou Ye's well-being and is impressed by her mathematical abilities.
• Shen Qi and Nuofei: Shen Qi uses shopping as an opportunity to bond with his daughter and teach her about decision-making and Math principles.

Key Plot Points and Events

• Ou Ye, recently hospitalized, meets with Zhao Tian, Xiao Yun, and Zeng Han to discuss the strong BSD Conjecture.
• Ou Ye explains her organized proof, breaking it down into five steps, with the final step being the most crucial.
• The team has currently reached the fourth-to-last step, which involves using Group Theory to establish the rank of an elliptic curve.
• The students decide to convert Ou Ye's manuscript into computer-verified data, which may take three days.
• The verification process for elliptic curves, based on Ou Ye's manuscript, is uncertain in duration.
• Professor Gong Changwei's contributions to the BSD Conjecture help narrow down the verification conditions for the students.

Character Developments

• Ou Ye: Despite being unwell, she demonstrates clear mathematical thinking and provides detailed instructions to her students.
• Zhao Tian, Xiao Yun, and Zeng Han: They show dedication and understanding of Ou Ye's work, taking on the task of converting her manuscript into computer-verified data.
• Xiao Yun: Reveals her parents' academic backgrounds and plans to stay in the capital for the summer.
• Zeng Han: Keeps his personal reasons for staying at the university to himself.
• Zhou Yu'an: Arrives at the small room, hinting at an upcoming event or development.

Significant Themes

• Mathematical problem-solving and collaboration: The students work together to understand and advance Ou Ye's proof of the strong BSD Conjecture.
• Mentorship: Ou Ye guides her students, and Professor Gong Changwei's contributions help narrow down their work.
• Perseverance: The students are willing to dedicate significant time and effort to their task, with Zhao Tian suggesting they might spend two years on the fourth-to-last step.

Character Interactions

• Ou Ye and her students: They have a productive discussion about the strong BSD Conjecture, with Ou Ye providing clear instructions and the students showing understanding and commitment.
• Zhao Tian, Xiao Yun, and Zeng Han: They work together to organize Ou Ye's manuscript and discuss their plans for the summer.
• Zhao Tian and Xiao Yun: Zhao Tian expresses concern for Xiao Yun, offering his help since she won't be going home for the summer.
• Zhao Tian and Zeng Han: Zhao Tian asks Zeng Han about his summer plans, but Zeng Han keeps his reasons for staying at the university private.
• The students and Zhou Yu'an: Zhou Yu'an's arrival at the small room suggests an upcoming interaction or event involving the students and this prominent mathematician.

Key Plot Points and Events

• Zhou Yu'an visits the BSD Conjecture War Room.
• He interacts with the team members: Zhao Tian, Yun Yimiao (Xiao Yun), and Zeng Han.
• Zhou Yu'an reviews Ou Ye's manuscript on the BSD Conjecture.
• He offers to help the team and suggests Zhao Tian work with him for a Ph.D.

Character Developments

• Zhou Yu'an: Shows his expertise in Math, multitasking, and mentoring skills. He's also revealed to be unmarried.
• Zhao Tian: Demonstrates his wit, comfort with strangers, and dedication to Ou Ye's work. He's open to working with Zhou Yu'an for his Ph.D.
• Xiao Yun: Shows her generosity, adorableness, and understanding of Math. She's interested in changing her name.
• Zeng Han: Remains reserved and focused on Math. He's interested in neither romance nor unrelated topics.

Significant Themes

• Genius and Youth: The team's average age is astonishingly low, highlighting their prodigious talent.
• Mentorship: Zhou Yu'an's offer to help the team and his suggestion to Zhao Tian showcase the importance of mentorship in their field.
• Multitasking and Focus: Zhou Yu'an's ability to chat and perform mathematical calculations simultaneously highlights his exceptional skills.
• Romance vs. Math: The characters' differing views on romance, with some prioritizing Math over relationships.

Character Interactions

• Zhou Yu'an and Zhao Tian: They bond over their shared interest in Math and Ou Ye's work. Zhou Yu'an offers to mentor Zhao Tian.
• Zhou Yu'an and Xiao Yun: They share a light-hearted moment discussing her name and its origins.
• Zhou Yu'an and Zeng Han: Zhou Yu'an tries to engage Zeng Han in non-Math topics, but Zeng Han remains focused on his work.

Key Plot Points and Events

• Zhou Yu'an discusses the philosophical aspects of the BSD Conjecture with the students.
• Zhou Yu'an criticizes Ou Ye for funding the research project herself instead of seeking formal approval and state funding.
• The students start using high-performance computers at the Shen Qi Research Center to verify Ou Ye's elliptic curves.
• The chapter briefly traces the history of the BSD Conjecture and its connection to computers.

Character Developments

• Zhou Yu'an: Shows philosophical insight and concern for political correctness, highlighting the importance of Party approval for research projects.
• Zhao Tian, Xiao Yun, Zeng Han: Realize the political urgency of joining the Party and appreciate the support of the Shen Qi Research Center.
• Ou Ye: Criticized for low political awareness and for funding the research project herself.

Significant Themes

• Philosophy in Mathematics: Zhou Yu'an and Zhao Tian discuss the philosophical aspects of mathematics and the BSD Conjecture.
• Political Awareness: Zhou Yu'an emphasizes the importance of Party approval and state funding for research projects.
• The Role of Computers in Mathematics: The chapter highlights the inseparable connection between the BSD Conjecture and computers.

Character Interactions

• Zhou Yu'an and the Students: Zhou Yu'an provides guidance and support to the students, offering them access to high-performance computers.
• Zhao Tian, Xiao Yun, and Zeng Han: They work together to verify Ou Ye's elliptic curves using the advanced computers at the Shen Qi Research Center.

Key Plot Points and Events

• The team uses computers to verify Ou Ye's BSD Conjecture proof plan, with the verification process reaching 2%.
• The highest temperatures in the Capital reach record-breaking levels, affecting the team's daily routines.
• After a week of intense heat, a sudden thunderstorm brings relief, and the computer verification results are finally ready.

Character Developments

• Xiao Yun: She becomes more insightful about the competitive nature of academic awards, speculating about the dynamics between Ou Ye, Shen Qi, and Zhou Yu'an.
• Zhao Tian: He shows curiosity and analytical skills in discussing the dynamics between Ou Ye, Shen Qi, and Zhou Yu'an, but also displays some immature thinking.
• Zeng Han: He remains quiet and focused on the task at hand, not engaging in the speculations about the characters.
• Ou Ye: She is hospitalized due to stress and communicates with the team via phone, showing dedication to the project.
• Shen Qi: He is absent from the research center, spending time at his villa, the hospital, and a kindergarten, suggesting personal matters are keeping him away.
• Zhou Yu'an: He occasionally visits the computer room to check on the team's progress, showing support for the project.

Significant Themes

• Academic Competition: The characters discuss the competitive nature of academic awards, like the Fields Medal, and the strategies involved in winning them.
• Dedication and Sacrifice: The characters show dedication to their work, even under challenging conditions, highlighting the personal sacrifices made in pursuit of academic goals.
• Personal vs Professional Life: Shen Qi's absence raises questions about balancing personal and professional responsibilities.

Character Interactions

• Xiao Yun and Zhao Tian: They engage in speculative discussions about the dynamics between Ou Ye, Shen Qi, and Zhou Yu'an.
• Zhao Tian and Zeng Han: They work together on the verification process, with Zhao Tian being more talkative and Zeng Han more focused.
• Ou Ye and the Team: Ou Ye communicates with the team via phone, showing trust and reliance on them.
• Shen Qi and the Team: Shen Qi's absence creates a sense of distance between him and the team, raising questions about his priorities.

Key Plot Points and Events

• The chapter discusses the history and significance of elliptic curves in modern mathematics, particularly their association with group theory.
• Andrew Wiles uses elliptic curves to prove Fermat's Last Theorem, building on the Taniyama-Shimura conjecture.
• Ou Ye and her team use elliptic curves and group theory to approach the BSD Conjecture. They successfully prove that the Shafarevich-Tate group is finite for elliptic curves with analytic rank 0 and 1, but encounter a hurdle for higher ranks.

Character Developments

• Ou Ye: She continues to demonstrate her mathematical prowess, making significant progress on the BSD Conjecture. However, she also faces a setback, realizing she may have overlooked a crucial step.
• Shen Qi: He supports Ou Ye's work, celebrating her successes and helping her analyze the potential oversight in her approach.

Significant Themes

• Mathematical Pursuit: The chapter highlights the relentless pursuit of mathematical truths, even in the face of challenges and setbacks.
• Historical Context: It underscores the importance of historical developments and the work of pioneers in shaping modern mathematical understanding.
• Collaboration and Recognition: It touches on the role of collaboration and recognition in mathematical progress, with Ou Ye acknowledging her team's work and Shen Qi supporting Ou Ye's achievements.

Character Interactions

• Ou Ye and Shen Qi: They interact as a supportive couple, with Shen Qi celebrating Ou Ye's successes and helping her analyze her work.
• Ou Ye and Her Team: While not physically present, Ou Ye's team is mentioned, with Zhao Tian and Xiao Yun celebrating their progress and Zeng Han sending the verification data to Ou Ye.

Key Plot Points and Events

• Shen Nuo Fei meets her mother after kindergarten graduation, and they spend quality time together.
• Ou Ye completes tolerability trials for Triazatrisiloxanes, feeling subjective therapeutic effects despite no clinical data supporting it.
• Ou Ye struggles with the BSD Conjecture's rank greater than or equal to 2 during her recuperation at home without medication.
• Shen Nuo Fei attends Second Experimental Primary School's sixth-grade graduation ceremony, inspiring her academic ambition.
• Ou Ye learns about Indian mathematicians' progress on the BSD Conjecture's rank 0 and 1 problems.

Character Developments

• Shen Nuo Fei: Becomes more ambitious and proactive in her studies after attending the graduation ceremony.
• Ou Ye: Struggles with her mathematical research due to lack of medication and faces competition from international mathematicians.

Significant Themes

• The impact of inspiration and ambition on academic pursuits (Shen Nuo Fei).
• The challenges and setbacks in scientific research (Ou Ye's struggle with the BSD Conjecture).
• The competitive nature of the academic world (international mathematicians' progress).

Character Interactions

• Shen Qi, Ou Ye, and Shen Nuo Fei: The family attends the graduation ceremony together, with Nuofei being inspired by the older students' achievements.
• Ou Ye and Shen Qi: Ou Ye discusses her frustration with the BSD Conjecture with her husband.
• Ou Ye and international mathematicians: Ou Ye learns about their progress on the BSD Conjecture, feeling the pressure of competition.

Key Plot Points and Events

• Ou Ye discovers Dr. Adama's paper on the BSD Conjecture, which is remarkably similar to her own work.
• Adama's paper is praised by the Annals of Mathematics, indicating he finished it at least half a year ago.
• Ou Ye realizes she must change her publication plans due to the similarity between their work.
• She feels pressured and anxious, leading to a fainting spell at home.
• Ou Ye is hospitalized, and Shen Qi decides to keep her there until her Phase I clinical trials are completed.

Character Developments

• Ou Ye: Struggles with the pressure of her academic competitor, leading to a physical breakdown.
• Dr. Adama: Revealed to be a mathematical prodigy from humble beginnings, now working at Oxford under Andrew Wiles.
• Shen Qi: Becomes more involved in Ou Ye's BSD Conjecture project, aiming to outdo Adama and Wiles.

Significant Themes

• Competition and pressure in academia.
• The struggle between geniuses and the recognition they deserve.
• The pursuit of mathematical truth and the desire to be the first to prove a conjecture.

Character Interactions

• Ou Ye and Dr. Adama: Unknowingly competing in proving the BSD Conjecture.
• Ou Ye and Shen Qi: Shen Qi becomes more involved in Ou Ye's work, aiming to help her succeed against Adama and Wiles.
• Shen Qi and Andrew Wiles: Shen Qi plans to technically defeat Wiles, with whom he has a deep friendship.

Key Plot Points and Events

• Shen Qi, a mathematical prodigy, aims to solve the remaining three Millennium Prize Problems (BSD Conjecture, Yang–Mills theory and mass gap hypothesis, and P versus NP problem).
• Shen Qi believes approaching the BSD Conjecture's rank greater than or equal to 2 from the perspective of Gauss's quadratic field could prove it.
• Ou Ye, hospitalized for clinical trials of Triazatrisiloxanes, asks for a saline injection to ease her discomfort and find inspiration for her mathematical work.

Character Developments

• Shen Qi: Demonstrates his mathematical prowess and intuition, showing determination to solve the remaining prize problems.
• Ou Ye: Struggles with withdrawal symptoms and the lack of medication, but finds a moment of inspiration during her IV drip.

Significant Themes

• Intuition vs. Proof: The importance of intuition in mathematics, balanced with the necessity of rigorous proof.
• Patience and Persistence: Shen Qi's patience in waiting for the right time to tackle the BSD Conjecture, and Ou Ye's persistence in enduring the clinical trial process.

Character Interactions

• Shen Qi and Ou Ye: Though not directly interacting in this chapter, their shared passion for mathematics and determination to overcome challenges create a bond.
• Professor Qu and Ou Ye: The attending physician shows concern and support for Ou Ye, encouraging her mathematical pursuits while ensuring her well-being during the clinical trial.
• Nurse Qin and Ou Ye: The nurse shows empathy towards Ou Ye's discomfort but maintains professional boundaries, ultimately helping Ou Ye when authorized by the attending physician.

Key Plot Points and Events

• Ou Ye asks Shen Qi to bring Gauss's Notes, Volume 15, and sanitary napkins to the hospital.
• Shen Qi learns about Gauss's Notes, their significance, and the preference of mathematicians for manuscripts.
• International chemistry teams announce breakthroughs in macrocyclic compounds, referencing Shen Qi's team's work.
• The System upgrades Shen Qi's Chemistry skill to Level 14, requiring 60 million scholar points and revealing a mystery using chemical means to advance to Level 15.
• Triazatrisiloxanes, a drug developed by Ou Ye, successfully passes the tolerability trial and proceeds to the next phase.

Character Developments

• Ou Ye, hospitalized, seems more focused and inspired academically.
• Shen Qi feels a mix of emotions about the global impact of his macrocyclic compound theory and the potential consequences.
• Professor Qu's team successfully completes the tolerability trial for Triazatrisiloxanes.

Significant Themes

• Academic Pursuit and Inspiration: Ou Ye finds academic inspiration in the hospital, contrasting her earlier struggle at home.
• Global Impact and Responsibility: Shen Qi's theory sparks global breakthroughs, raising questions about potential benefits and risks.
• Drug Development: The clinical trial process for Triazatrisiloxanes highlights the rigorous and costly nature of drug development.

Character Interactions

• Shen Qi and Ou Ye collaborate on their academic work, supporting each other's ideas.
• Shen Qi feels a sense of responsibility towards the global chemistry community, acknowledging the potential impact of his work.
• Professor Qu's team works together to analyze clinical data and make decisions about Triazatrisiloxanes' development.

Key Plot Points and Events

• Ou Ye and other subjects enter the pharmacokinetic study phase of the Triazatrisiloxanes Phase I Clinical Trial.
• Ou Ye meets fellow patients at the hospital, including Zhang Dahu, a humorous and optimistic pig farmer.
• Ou Ye's clinical data shows promising results, indicating a good response to the drug.
• Shen Nuofei starts her first day at Second Experimental Primary School, where she meets Xu Silin, a classmate she befriends.

Character Developments

• Ou Ye: Shows resilience and optimism while undergoing clinical trials. Her condition improves, and she receives praise from fellow patients and researchers.
• Zhang Dahu: Demonstrates a positive attitude despite his health condition. He forms a friendship with Ou Ye, promising to send pigs to her husband's workplace if he recovers.
• Shen Nuofei: Begins her primary school journey, displaying confidence and pride. She forms a bond with Xu Silin, her classmate.

Significant Themes

• Friendship: The bond between Ou Ye and Zhang Dahu, and between Shen Nuofei and Xu Silin, highlights the importance of friendship and support.
• Resilience: Ou Ye's determination and positive attitude in the face of her health challenges.
• Optimism: Zhang Dahu's optimistic outlook influences Ou Ye, demonstrating the power of positivity.

Character Interactions

• Ou Ye and Zhang Dahu: They exchange experiences and form a friendship while undergoing examinations, with Zhang Dahu expressing gratitude to Ou Ye's husband for inventing the drug.
• Shen Nuofei and Xu Silin: The two girls meet and quickly become friends, showing the pure and noble bond between girls.

Key Plot Points and Events

• The opening ceremony of the new school year at Second Experimental Primary School is simple yet meaningful.
• Shen Nuo Fei, a 5-year-old, is the youngest student in Class 1(2) and is assigned a desk mate, Xu Si Lin.
• Teacher Yang explains school rules and has students introduce themselves. Shen Nuo Fei is the youngest, earning the nickname 'little sister'.
• A new student struggles to adapt, crying at lunch, but eventually eats after encouragement from Teacher Yang.
• In math class, the teacher tests students on addition beyond ten, with Shen Nuo Fei impressing by calculating 34 + 28 correctly.

Character Developments

• Shen Nuo Fei: Proves herself to be advanced in math, calculating addition beyond ten on her first day of school. She is confident, eager to learn, and cherishes her friendship with Xu Si Lin.
• Xu Si Lin: Becomes Shen Nuo Fei's best friend and desk mate. She is supportive and caring towards Shen Nuo Fei.
• Teacher Yang Xiuqin: Cares for Shen Nuo Fei due to her young age and encourages independence in students.
• Math Teacher Yuan: Recognizes Shen Nuo Fei's advanced math skills and adjusts his teaching plan accordingly.

Significant Themes

• Education and Learning: The school's focus on cultivating independence and strong habits in students.
• Adaptation: The struggle of a new student adapting to the school environment.
• Giftedness and Potential: Shen Nuo Fei's advanced math skills and the school's recognition of her potential.

Character Interactions

• Shen Nuo Fei and Xu Si Lin become best friends and desk mates, supporting each other.
• Teacher Yang interacts with Shen Nuo Fei, showing care and concern for her well-being.
• Math Teacher Yuan interacts with Shen Nuo Fei, acknowledging her advanced math skills and adjusting his teaching plan to accommodate her.

Key Plot Points and Events

• Shen Nuo Fei's first day at school; she finds her math class too easy as her parents have already taught her the concepts.
• Teacher Yuan notices Shen Nuo Fei's exceptional math skills and requests to test her further.
• Shen Nuo Fei is taken to the Math Curriculum Group Office for an assessment, where she solves problems meant for fourth to fifth graders with ease.

Character Developments

• Shen Nuo Fei: Shows remarkable math aptitude, solving complex problems for her age and demonstrating a love for math.
• Teacher Yuan: Recognizes Shen Nuo Fei's talent and takes a personal interest in assessing and nurturing it.

Significant Themes

• Giftedness and talent: Explores the recognition and nurturing of exceptional abilities in children.
• Education and teaching methods: Highlights the need for personalized teaching to cater to students' varying abilities.

Character Interactions

• Shen Nuo Fei and Teacher Yuan: Their interaction shows the teacher's genuine interest in the student's talent and the student's eagerness to learn and demonstrate her skills.
• Teacher Yuan and Teacher Yang: They discuss Shen Nuo Fei's exceptional math skills and the possibility of skipping grades, showcasing the teachers' professional concern for their students' well-being.

Key Plot Points and Events

• Shen Nuo Fei excels in a math assessment, demonstrating a math level equivalent to a fourth-grader.
• The math teachers suggest enrolling her in the Pomegranate Math Class for advanced training.
• Shen Nuo Fei is treated to chicken legs by her teacher, Yuan Haibo, after the assessment.
• Shen Qi, Shen Nuo Fei's father, meets with Yuan Haibo and agrees to consider enrolling Shen Nuo Fei in the Pomegranate Math Class.

Character Developments

• Shen Nuo Fei shows exceptional mathematical ability and maturity beyond her years.
• Yuan Haibo is portrayed as a dedicated and caring teacher who recognizes Shen Nuo Fei's talent and wants to nurture it.
• Shen Qi is revealed to be a Fields Medal winner and a doting father who values his daughter's happiness and well-being above academic achievement.

Significant Themes

• The chapter explores the theme of giftedness and the responsibility of educators to nurture and challenge talented students.
• It also touches on the theme of parent-child relationships, particularly the balance between supporting a child's talents and respecting their individuality.

Character Interactions

• Shen Nuo Fei interacts with her teacher, Yuan Haibo, who treats her to chicken legs as a reward for her performance in the math assessment.
• Shen Nuo Fei and her classmate, Xu Silin, share a playful moment, showing the dynamics of their friendship.
• Shen Qi interacts with Yuan Haibo, discussing Shen Nuo Fei's educational needs and expressing his support for her advanced math education.

Key Plot Points and Events

• Shen Nuo Fei, at 5 years old, is admitted to the Pomegranate Math Class, the school's Olympic Math class, on her second day of primary school.
• Ou Ye, Shen Nuo Fei's mother, is excited and inspired by her daughter's achievement while undergoing treatment at the hospital.
• Shen Qi, Shen Nuo Fei's father, has a disturbing nightmare and experiences a strong sense of foreboding.

Character Developments

• Shen Nuo Fei demonstrates exceptional mathematical ability and is admitted to an advanced math class at a young age.
• Ou Ye shows pride in her daughter's accomplishments and redoubles her efforts in her own work, feeling inspired by Shen Nuo Fei's dedication.
• Shen Qi experiences a sudden and intense feeling of unease, suggesting a change in his character's emotional state.

Significant Themes

• Prodigy and Talent: Shen Nuo Fei's exceptional abilities in mathematics highlight the theme of prodigious talent and its recognition.
• Dedication and Hard Work: Both Shen Nuo Fei and Ou Ye exhibit dedication to their respective pursuits, with Shen Nuo Fei's hard work in math and Ou Ye's persistence in her research.
• Absence and Longing: Ou Ye's inability to be with her daughter due to her medical treatment emphasizes the theme of absence and longing.

Character Interactions

• Shen Qi and Shen Nuo Fei discuss her joining the Pomegranate Math Class, with Shen Qi supporting his daughter's decision.
• Ou Ye and Shen Nuo Fei have a phone conversation, with Ou Ye expressing her pride in her daughter's achievements and encouraging her.
• Shen Qi's nightmare and subsequent rush to the hospital suggest a growing concern for Ou Ye's well-being, hinting at a possible interaction between them.

Key Plot Points and Events

• Shen Qi rushes to the hospital at 5 AM to find Ou Ye peacefully sleeping.
• He discovers a manuscript on the table, which turns out to be a complete proof of the strong BSD Conjecture written by Ou Ye.
• Shen Qi uploads Ou Ye's manuscript to arXiv, ensuring she's the first to publish the proof.

Character Developments

• Ou Ye, Shen Qi's wife, proves the strong BSD Conjecture, a Millennium Prize Problem, while undergoing medical treatment.
• Shen Qi is both shocked and delighted by Ou Ye's achievement and acknowledges her world-class mathematical prowess.
• Ou Ye's personality seems to have changed slightly, becoming more confident and flirtatious, possibly due to the medication she's taking.

Significant Themes

• The pursuit of mathematical truth and the dedication required to achieve it.
• The impact of medical treatment and medication on one's personality and abilities.
• The importance of not forgetting one's original intention and mission.

Character Interactions

• Shen Qi and Ou Ye's relationship deepens as they celebrate her achievement together.
• Shen Qi helps Ou Ye write the electronic version of her paper, showing support and understanding.
• Old Wang, the security guard, reflects on the importance of not forgetting one's original intention.

Key Plot Points and Events

• A mathematician named Ou Ye posts a 42-page manuscript on arXiv, claiming to have proven the Strong BSD Conjecture, one of the Millennium Prize Problems.
• Media outlets, including the BBC, report the news, and academic institutions like Springer Publishing Group and the Clay Mathematics Institute announce they will verify the proof.
• Ou Ye's supervisors and friends express support, while some mathematicians, like Dr. Adama at Oxford University, are skeptical.
• Dr. Adama, who had made significant progress on the BSD Conjecture, feels his work has been overshadowed by Ou Ye's claim.

Character Developments

• Ou Ye: Emerges as a potential solver of the Strong BSD Conjecture, demonstrating significant mathematical prowess.
• Dr. Adama: Initially confident in his own work, becomes disconcerted and skeptical upon hearing about Ou Ye's claim, leading him to question the validity of her proof.

Significant Themes

• Academic Competition and Recognition: The chapter explores the competitive nature of academia, with mathematicians racing to solve complex problems and gain recognition.
• Verification and Trust in Academia: The importance of peer review and verification in maintaining trust and integrity within the academic community is highlighted.
• Plagiarism and Originality: The fine line between independent discovery and plagiarism is discussed, with the suggestion that similar ideas can occur independently.

Character Interactions

• Shen Qi and Ou Ye: Although not directly interacting in this chapter, Shen Qi's support and understanding of Ou Ye's work are implied.
• Dr. Adama and John Green: Their interaction reveals Dr. Adama's initial excitement and subsequent dismay upon learning about Ou Ye's claim, while John Green remains more objective and analytical.
• Academic Institutions and Mathematicians: The chapter shows the rapid response and engagement of academic institutions and mathematicians worldwide to Ou Ye's claim, demonstrating the global interconnectedness of the academic community.

Key Plot Points and Events

• Dr. Adama, fueled by his "Horse" lineage energy, stays up all night studying Ou Ye's manuscript.
• Adama posts on arXiv, accusing Ou Ye of plagiarizing his work and questioning the validity of her rank greater than or equal to 2.
• Shen Qi, after seeing Adama's post, sends an email to Andrew Wiles about Adama's behavior.
• Reporters swarm Yanjing University People's Hospital to interview Ou Ye, but Shen Qi steps in to handle the media instead.

Character Developments

• Dr. Adama: Becomes indignant and accusatory, questioning Ou Ye's work and posting about it on arXiv.
• Shen Qi: Stands up for his wife, Ou Ye, and handles the media professionally, maintaining a calm and collected demeanor.

Significant Themes

• The pursuit of mathematical truth and recognition.
• The potential consequences of jealousy and accusations in the academic community.
• The responsibility of mathematicians to maintain professional ethics.

Character Interactions

• Adama and John Green: John Green tries to reason with Adama, but Adama remains resolute in his accusations.
• Shen Qi and the reporters: Shen Qi handles the media professionally, defending Ou Ye and maintaining a calm demeanor.
• Shen Qi and Professor Qu: They discuss Ou Ye's recovery, the BSD Conjecture, and the future of mathematics.

Key Plot Points and Events

• Ou Ye's health has improved, but she's still a patient with R-type Anemia.
• Shen Qi becomes Ou Ye's spokesperson and advocate.
• Shen Qi suggests Ou Ye should hold a special report session for her proof of the BSD Conjecture.
• Ou Ye and Shen Qi collaborate to write the paper, with Shen Qi typing at an astonishing speed.
• Mathematicians worldwide begin verifying Ou Ye's manuscript, including her advisors and top experts in the field.

Character Developments

• Ou Ye: Starts to consider public appearances but remains hesitant due to shyness.
• Shen Qi: Shows dedication to his wife's career and family, balancing both responsibilities.
• Andrew Wiles: Expresses support for Ou Ye's work and emphasizes the importance of the final proof.

Significant Themes

• The importance of mathematical proofs and academic papers in evaluating a mathematician's achievements.
• The process of verifying and accepting a groundbreaking mathematical proof.
• The balance between personal and professional life, as seen in Shen Qi's dedication to both his wife's career and their daughter.

Character Interactions

• Ou Ye and Shen Qi: Collaborate on the paper, showing affection and mutual support.
• Shen Qi and Shen Nuo Fei: Maintain a loving father-daughter relationship, with Shen Qi telling her a bedtime story about Tesla and Edison.
• Ou Ye and Andrew Wiles: Wiles sends an email expressing support for Ou Ye's work and wishing her health.
• Ou Ye's advisors (Gong Changwei and Lyndon Strauss): Both immerse themselves in verifying Ou Ye's manuscript, showing dedication to their student's work.

Key Plot Points and Events

• Shen Qi and Ou Ye complete the electronic version of the Strong BSD Conjecture Proof.
• Ou Ye adds an acknowledgment section to the paper, thanking several individuals who supported her work.
• The Strong BSD Conjecture Proof is to be published as a special issue in the Journal of Mathematics, with both Chinese and English editions.
• Academician Su Wenxie objects to the publication without peer review, causing tension with the editorial team.

Character Developments

• Ou Ye shows gratitude to her mentors and supporters in her acknowledgment section.
• Academician Su Wenxie demonstrates his strong principles and disapproval of the special treatment given to the Strong BSD Conjecture Proof.

Significant Themes

• The importance of acknowledgment and gratitude in academic work.
• The significance of peer review in maintaining academic integrity.
• The influence of family lineage and personal principles in academic circles.

Character Interactions

• Shen Qi and Ou Ye work together to complete the proof, showing a harmonious partnership.
• Academician Su Wenxie confronts Editor-in-Chief Gu Weiye and Deputy Editor Qian, highlighting the power dynamics and respect for seniority in academic communities.