Understanding the society behind the science.
From an engineering pencil and a mathematical model to a working computer simulation, MSNM’s identity reflects a belief that theory, computation and knowledge belong together.
Why a society for numerical methods?
The scientific rationale behind the founding objectives.
Many scientific and engineering problems begin with physical laws expressed mathematically. Numerical methods make those laws computationally tractable when exact analytical solutions are unavailable or impractical.
In engineering, understanding stress, heat, motion and fluid flow requires more than a numerical answer. A model must represent the physical problem; a discretisation must approximate the governing equations; a computational procedure must produce a solution; and that solution must be interpreted with awareness of errors, assumptions and limitations.
The Malaysian Society for Numerical Methods (MSNM), established on 16 November 2017, articulated a national remit around this discipline: promoting numerical-method knowledge and technology, enabling dialogue between academics and industry, sharing publications, and building expertise through training and research. Its founding objectives also recognise the potential value of numerical analysis to government bodies and the wider public.
Rather than presenting numerical methods as a single algorithm or software package, the Society’s published aims describe a connected ecosystem of mathematics, engineering reasoning, computation, education and practical exchange.
“Calamus Binarii et Scientia”
The Society’s own historical explanation translates its motto as Pen, Binary and Knowledge. These are not three unrelated words: they describe a progression from scientific foundations to computational work and, finally, understanding.
Pen: fundamentals and theories of mechanics. The pen represents scientific reasoning—the derivation of equations, the statement of assumptions and the formulation of physical problems before any numerical implementation.
Binary: computation and the use of computers. Modern numerical models translate mathematical formulations into executable procedures that operate with discretised quantities and computational representations.
Knowledge: the outcome of their union. The Society’s description treats knowledge as the result of bringing Calamus and Binarii together, rather than equating computation alone with understanding.
The explanations above distinguish the historical interpretation of the motto from our editorial elaboration of its meaning for a modern academic readership.
An emblem that tells an engineering story.
The original explanation of the MSNM emblem is unusually rich. It assembles symbols of mathematical science, civil and mechanical engineering, computational modelling, organisational structure and the Society’s motto into a single composition.
The pyramid is not merely decorative. Its different halves evoke distinct physical disciplines, while the meshes, numbers and symbols express how numerical analysis connects them.
The interpretations below follow the historical MSNM “Our Logo” explanation; “original council” refers to the symbolic founding arrangement, not the current membership count.

Official MSNM identity · the meaning of each component is documented below.
The pyramid is described as representing solid mechanics and the achievements of engineering works.
The left half carries a mesh of 23 quadrilateral elements, representing the original number of council members. A triangular mesh above symbolises the president and the Council’s support.
The right portion and its buoy symbol convey hydrostatic pressure and fluid mechanics.
The inclined reed pen is the physical expression of Calamus, carrying the Society motto.
The penetration of the pen into the ground, together with the weave symbol, signifies the foundations of the pyramid and soil mechanics.
The radiating figure at upper left represents sunlight or satellite signals, referring to electromagnetism.
Pi and infinity signify the mathematical and theoretical nature of the Society.
These three primes appear in a finite-element-style numbering arrangement; their sum is 23, corresponding to the 23 original council-member symbols.
The binary sequence beneath the pyramid refers to the reliance on computing technology and numerical calculation.
Seven objectives, one connected purpose.
The historical About MSNM page sets out seven objectives. Below, each is shown in its original published English wording, followed by a brief editorial explanation—not a replacement for the Society’s constitution.
Where the source uses the singular “numerical method”, we preserve that wording in the historical text instead of silently rewriting the objective.
Advance the discipline
To promote and advance the knowledge and the technologies of numerical method of and for the nation.
What this means: A national orientation: developing mathematical understanding and computational capability, rather than viewing numerical analysis only as a software service.
Bridge professional communities
To provide a forum for exchange of views among academics and industries including the government agencies.
What this means: A forum means dialogue across sectors—with research questions informed by practical constraints and practice informed by rigorous analysis.
Document and disseminate knowledge
To gather and disseminate through publications and other appropriate means knowledge and information on numerical methods.
What this means: Scholarly and teaching materials are part of the Society’s mandate; individual publications must be attributed to their actual authors and publishers.
Offer advice and expertise
To provide advice and expertise on numerical methods and analysis to government and private bodies as well as the public in general.
What this means: The founding remit makes room for informed scientific advice; it does not imply endorsement of every opinion expressed by an individual member.
Support training and R&D
To promote and provide training, seminars, short courses, consultation, research and development in the numerical methods to all parties in the country.
What this means: Training, consultation and R&D are complementary routes by which theory may be transferred into usable professional knowledge.
Inform public and technical decisions
To develop proposals and make suggestions to relevant authorities in regards to numerical methods solutions and technologies.
What this means: Recommendations should be grounded in evidence, validation and the limitations of their numerical assumptions.
Sustain the Society responsibly
To raise funds/monies via donations or in any other manner as may be decided by the Council for the purposes of the Society subject to the prior approval of the Registrar of Societies and other relevant authorities wherever relevant.
What this means: The original objective expressly subjects fundraising to the Council’s decisions and relevant regulatory approvals.
Connecting research, practice and public value.
The Society’s constitutional aims identify who should be able to participate in the exchange of numerical knowledge: academic researchers, industry practitioners, government agencies, private organisations and the public.
A forum for scientific exchange
Research problems and professional problems do not always arrive in the same language. A common forum helps participants clarify assumptions, identify suitable methods, distinguish numerical evidence from physical validation, and share lessons across disciplines.
The founding objective is to provide the forum; individual events, institutional agreements and outcomes should be documented separately on the Activities page when verified.
Knowledge dissemination with attribution
The mandate covers gathering and distributing publications and technical information. A responsible academic portal identifies authors, publication years, source links and rights clearly. It should also distinguish official MSNM publications from work produced independently by individual members.
The detailed catalogue belongs under Publications; About explains why sharing knowledge is central to the Society’s purpose.
Training and capacity development
Seminars, short courses, consultations and research activity are listed explicitly among the objectives. Such initiatives make mathematical techniques more accessible to different experience levels, from introductory numerical analysis to specialised computational applications.
The individual syllabuses, lecture videos and notes are housed in the Knowledge Hub rather than repeated here.
Responsible technical advice
Numerical predictions influence real decisions only when users understand model scope, boundary conditions, discretisation errors and verification. The Society’s founding mandate includes providing expertise and proposing solutions to relevant bodies, while particular opinions and technical deliverables require their own provenance and review.
No current advisory appointment or professional accreditation is implied by this general statement of purpose.
What the archives establish—and what they do not.
The earlier website captures remain valuable because they preserve the Society’s own descriptions of its motto, emblem and founding objectives.
The Society’s publicly stated establishment date. The registration identity associated with MSNM is PPM-015-08-16112017.
Archived captures of “About MSNM” and “Our Logo” dated 15 July 2019 document the motto, its interpretation, the full seven objectives and the emblem symbolism.
Current project materials document the availability of the online FEM and AI learning pages. Their course content and recordings are maintained in those dedicated pages, not repeated in About.
This is a documented chronology, not a complete history. Additional milestones should be added only after programme reports, minutes, photographs or other primary evidence are reviewed.



Our purpose is the foundation. Our people and work tell the rest.
About documents the Society’s identity and founding mandate. Dedicated pages provide verified profiles, activities, publications and teaching material—so each subject has one detailed home.