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ICANTCM · Registering as Listener
International Conference on Algebraic Number Theory and Cryptographic Methods
18–19 May 2027
Abbotsford, Canada
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$
135
virtual · $195 in person
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1. Policy on Cancellations & Refunds :
A full refund is possible only if the cancellation request is submitted at least 70 days before the conference, with formal paperwork completed at least 60 days prior.
If cancellation occurs between 60 and 30 days before the event, partial refunds may be granted based on administrative costs incurred.
Cancellations made within 30 days of the event are non-refundable, though participants will receive a credit valid for one year.
Registrations made less than 30 days before the event are not eligible for refunds, but may be transferred to another ISIT conference.
Since this conference is hybrid format, the organizer reserves the right to conduct the event either in-person or virtually. Please note that no refunds will be issued due to changes in the event format.
Virtual registration fees are non-refundable. A credit will instead be issued for use at a future conference event.
2. Participation & Registration Requirements :
To attend an ISIT event, participants must complete the registration process within the stipulated time.
The event schedule, venue, and format are subject to changes at the discretion of the organizers, with prior notice sent via email.
ISIT is not liable for any financial losses resulting from changes in event details.
Fees paid for registration are strictly non-refundable.
If the primary author cannot participate, a co-author may attend instead, but refunds will not be granted for non-attendance.
3. Submission & Publication Norms :
Researchers submitting papers to ISIT must ensure their institution or supervisor is aware of their submission.
Each submission is subject to a rigorous peer review before being accepted for presentation.
Only papers linked to a completed registration will be included in conference proceedings.
The submitting author is considered the primary author; ISIT does not verify individual authorship claims.
If any concerns regarding authorship arise and are validated, the paper will be withdrawn without reconsideration.
Once a paper is removed, it cannot be reintroduced into any ISIT publication.
4. Travel & Accommodation Responsibilities :
Attendees are responsible for making their own travel and lodging arrangements.
ISIT does not provide logistical assistance for travel or accommodation.
The organization bears no responsibility for expenses incurred due to conference modifications or rescheduling.
5. Visa & Invitation Letter Policy :
Attendees are responsible for making their own travel and lodging arrangements.
ISIT does not provide logistical assistance for travel or accommodation.
The organization bears no responsibility for expenses incurred due to conference modifications or rescheduling.
ISIT does not engage directly with consulates or embassies on behalf of attendees.
Participants must handle their own visa applications and processes.
Important Information Regarding Invitation Letters:
The invitation letter is provided solely for conference attendance and does not serve as a document for immigration, employment, or residency purposes.
The letter assists in visa applications but does not guarantee visa approval.
ISIT holds no responsibility for visa denials or processing delays, and all related costs are borne by the applicant.
Any alterations or unauthorized use of the invitation letter will result in its invalidation and possible cancellation of conference participation.
Legal action may be pursued if the document is misused.
By accepting the invitation letter, attendees agree to comply with international travel regulations and ethical participation standards.
6. Registration Transfers :
Registrations may be transferred to another individual from the same institution if the original participant cannot attend.
Transfer requests must be made via email to
[email protected]
with necessary details and supporting documents.
Transfers must be requested at least 14 days before the event; otherwise, they will not be accommodated.
Transferred registrations are not eligible for refunds.
7. General Considerations :
Any modifications or cancellations must be communicated in writing to
[email protected]
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Registration confirms acknowledgment and acceptance of these policies.
ISIT does not initiate automatic transactions; all payments are voluntarily completed by registrants.
Once registered, participants must submit a conference registration form within three days for confirmation.
Travel plans should only be finalized after receiving the official conference itinerary, which will be shared 15 days before the event.
8. Conference Programme and Participation Policy :
Presentations from different but relevant academic areas may be combined by the Organiser within an interdisciplinary or multidisciplinary programme to encourage cross-disciplinary understanding, interaction, and future research partnerships.
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What you'll hear about
Session tracks covered across the event.
View all 11 tracks →
01
Algebraic Structures in Number Theory
This track focuses on the exploration of algebraic structures that underpin number theory, including rings, fields, and modules. Participants will discuss their implications in various areas such as Galois theory and Diophantine equations.
02
Cryptographic Algorithms and Protocols
This session will delve into the development and analysis of cryptographic algorithms and protocols, emphasizing their mathematical foundations. Topics will include public key cryptography, secure multiparty computation, and the role of number theory in cryptographic security.
03
Prime Numbers and Their Applications
This track will investigate the properties of prime numbers and their critical applications in modern cryptography. Discussions will include primality testing methods and the significance of prime distributions in secure communications.
04
Modular Forms and Their Connections
Participants in this session will explore the rich theory of modular forms and their connections to number theory and cryptography. The discussions will highlight their applications in elliptic curves and L-functions.
05
Arithmetic Geometry and Number Theory
This track aims to bridge the gap between arithmetic geometry and classical number theory, focusing on geometric methods in number-theoretic problems. Topics will include the study of rational points on algebraic varieties and their implications for cryptographic schemes.
06
Finite Fields in Cryptographic Applications
This session will cover the theory and applications of finite fields in cryptography, particularly in coding theory and secure communications. Participants will discuss the construction and properties of finite fields and their role in cryptographic protocols.
07
Elliptic Curves and Cryptographic Systems
This track will focus on the theory of elliptic curves and their applications in cryptographic systems. Discussions will include the mathematical underpinnings of elliptic curve cryptography and its advantages over traditional methods.
08
Galois Theory and Its Applications
This session will explore the principles of Galois theory and its applications in solving polynomial equations and understanding field extensions. Participants will discuss its relevance to both pure mathematics and cryptographic methods.
09
Diophantine Equations: Theory and Applications
This track will investigate the theory of Diophantine equations and their applications in various mathematical contexts. Participants will explore both classical results and modern advancements in solving these equations.
10
L-functions and Number Theoretic Applications
This session will focus on the study of L-functions and their profound implications in number theory. Discussions will include their connections to prime numbers, modular forms, and cryptographic applications.
11
Transcendental Numbers and Their Properties
This track will explore the fascinating world of transcendental numbers, examining their properties and significance in number theory. Participants will discuss their implications for mathematical proofs and cryptographic systems.