Caltech's 131st Commencement Ceremony

                        2:22:26

2025 SMO Open Round 1 Review by Mathlete Training Centre

This is posted on behalf of Mathlete Training Centre.

Dear parents, greetings from Mathlete Training Centre. 

SMO 2025 Open Questions

SMO 2025 (Open Section) Answers

1. 1

2. 11

3. 5

4. 9

5. 4051

6. 2

7. 9

8. 75

9. 9

10. 13

11. 4

12. 125

13. 4

14. 300

15. 3

16. 16

17. 72

18. 99

19. 0

20. 18

21. 9

22. 18

23. 1

24. 2025

25. 6

We will be going live today, 4 June at 6.15pm to review the 2025 SMO Open Rd 1 Paper, all 25 Questions.

Join us here. See you then! 

尊敬的家长们好， 我们将在今天6月4日下午直播2025 SMO Open 一轮考卷, 全25题。 

直播时间：6.15pm 

我们直播间见！

2025 SMO Senior Round 1 Review by Mathlete Training Centre

This is posted on behalf of Mathlete Training Centre.

SMO 2025 Senior Questions

SMO 2025 (Senior Section) Answers

1. E

2. C

3. B

4. A

5. E

6. 80

7. 20412

8. 28

9. 121

10. 8102

11. 140

12. 5

13. 1499

14. 8

15. 43

16. 1657

17. 5

18. 1024

19. 100

20. 3

21. 2025

22. 2026

23. 1013

24. infinite

25. 10

Dear parents, greetings from Mathlete Training Centre. 

We will be going live today, 3 June at 7:30 pm to review the 2025 SMO Senior Rd 1 Paper, all 25 Questions.

Join us here.  See you then! 

 

尊敬的家长们好， 我们将在今天6月3日晚上直播2025 SMO Senior 一轮考卷, 全25题。 

直播时间7.30pm 

我们直播间见！

2025 SMO Junior Round 1 Review by Mathlete Training Centre

This is posted on behalf of Mathlete Training Centre.

SMO 2025 Junior Questions

SMO 2025 (Junior Section) Answers

1. A

2. B

3. C

4. B

5. C

6. 10

7. 16

8. 12200

9. 47

10. 540

11. 235

12. 55

13. 10

14. 675

15. 2024

16. 5245

17. 35

18. 128

19. 1152

20. 30

21. 1640

22. 1728

23. 6

24. 24119

25. 24

Dear parents, greetings from Mathlete Training Centre. 

We will be going live today, 3 June at 4.15pm to review the 2025 SMO Junior Rd 1 Paper, all 25 Questions.

Join us here: See you then!

尊敬的家长们好， 我们将在今天6月3日下午直播2025 SMO Junior 一轮考卷, 全25题。

直播时间：4.15pm

我们直播间见！

US Trip to National Parks

Grizzly Fall at King & Sequoia National Park

One of the largest Sequoia tree named after General Grant

Yosemite National Park

Sarcodes sanguinea, commonly called the snow plant or snow flower

Roots of a taken tree

8/9D Jiuzhaigou/Mt Emei/Leshan Trip 14 to 22 May

IOI 2025 Singapore Team

The 37th International Olympiad in Informatics 2025 (IOI 2025) will be hosted by Sucre, Bolivia from 27 July to 3 August 2025. 

The IOI 2025 Singapore Team comprises the following students (not in order of ranking):

Brian Xiao Boyang, RI Year 3 (IOI 2024 Silver)

Sun Beichen, HCI Year 6 (IOI 2024 Bronze)
Ang Wei Bin, NUSH Year 6

Siew Jing Hong, NUSH Year 6

2D1N City Square/Komtar/Midvalley Southkey

Booked from airbnb. S$89

Dinner at Palsaik Korean BBQ & Hotpot. About RM282

Movie at GSC Midvalley Southkey. RM12 per person

Breakfast at Roast & Coffee 三姐妹. RM114

Lunch at Hock Kee City Square 福气安康 RM119

IMO 2025 Singapore Team

The 66th International Mathematical Olympiad 2025 (IMO 2025) will be held from 10 to 20 July 2025, and hosted by Sunshine Coast QLD, Australia. 

The Singapore Team comprises the following students: (not in order of ranking) 

Yang Yihan, RI Y5 (IMO 2024 Gold)

Zhao Yaoqi, HCI Y6 (IMO 2024 Silver)

Zhang Juntao, RI Y6 (IMO 2024 Silver)

Akash Thiagarajan, NUSH Y5 (IMO 2024 Silver)

Tey Yi Xiang, HCI Y4 

Gao Zixiang, NUSH Y4

Congratulations!

SLMath Talks by Lim Jeck

Vimeo Video: 5 Minute Talk

February 3rd, 2025

Vimeo Video: Sums of Algebraic Dilates

March 19th, 2025 (09:30 am to 10:30 am)

Abstract:

Given a real number λ and a finite set A of real numbers, how small can the size of the sum of dilate A + λ.A be in terms of |A|? If λ is transcendental, then |A + λ.A| grows superlinearly in |A|, whereas if λ is algebraic, then |A + λ.A| only grows linearly in |A|. There have been several works in recent years to prove optimal linear bounds in the algebraic case, but tight bounds were only known when λ is an algebraic integer or of the form (p/q)^{1/d}.

In this talk, we prove tight bounds for sums of arbitrarily many algebraic dilates |A + λ1.A + ... + λk.A|. We will discuss the main tools used in the proof, which include a Frieman-type structure theorem for sets with small sums of dilates, and a high-dimensional notion of density which we call "lattice density". Joint work with David Conlon.

Bukit Batok Town Park Little Guilin

NOI 2025 Results

Full Results NOI 2025

Top Contestants and Top Schools Results 

Top 4 Contestants 

1. Ang Wei Bin, NUSH

2. Zhao Yaoqi, HCI 

3. Wu Hao, HCI

4. Wong Yi Kai, NUSH 

Top Secondary School Students 

1. Yong Siu Hei, NUSH

2. Ryker Xu Haohan, HCI 

Top Female Medalists 

1. Cao Leyi, RI 

2. Chen Zixin, RGS 

3. Guan Keer, HCI 

4. Leong Sau Man Wendy, RI 

Youngest Medalist 

Li Yuansan, NUSH

Top Junior Colleges 

1. NUSH 

2. HCI 

Top Secondary Schools 

1. NUSH

2. HCI

NUSH Family Gathering on 22 March